{ "status": "success", "total_returned": 30, "license": "Copyright Droneshwar Defence Academy. All Rights Reserved.", "feed_url": "https://droneshwardefenceacademy.com/api/ai-questions-feed.php", "questions": [ { "id": 1, "subject": "nda-maths", "subject_name": "NDA Maths Questions", "topic": "Matrices and Determinants", "title": "NDA Maths Determinant of order 3x3 scalar multiplication", "question": "If A is a square matrix of order 3 and its determinant |A| = 7, what is the value of the determinant |2A|?", "options": { "A": "56", "B": "42", "C": "28", "D": "0" }, "correct_option": "A", "correct_text": "56", "explanation": "Using the properties of determinants, if A is a square matrix of order k, then the determinant of a scalar multiple of A, |cA|, is given by c^{k} \\times |A|.\nHere, the order k = 3, the determinant |A| = 7, and the scalar multiplier c = 2.\nThus, |2A| = 2^3 \\times 7 = 56.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-maths/1/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Maths Determinant of order 3x3 scalar multiplication", "text": "If A is a square matrix of order 3 and its determinant |A| = 7, what is the value of the determinant |2A|?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 56. Explanation: Using the properties of determinants, if A is a square matrix of order k, then the determinant of a scalar multiple of A, |cA|, is given by c^{k} \\times |A|.\nHere, the order k = 3, the determinant |A| = 7, and the scalar multiplier c = 2.\nThus, |2A| = 2^3 \\times 7 = 56.", "url": "https://droneshwardefenceacademy.com/questions/nda-maths/1/" } ] } }, { "id": 2, "subject": "nda-maths", "subject_name": "NDA Maths Questions", "topic": "Definite Integration", "title": "NDA Maths Integration Problem on sin^{n}(x) / (sin^{n}(x) + cos^{n}(x))", "question": "Evaluate the definite integral: I = \\int_{0}^{\\pi/2} \\frac{\\sin^{{n}}(x)}{\\sin^{{n}}(x) + \\cos^{{n}}(x)} dx, where n = 14.", "options": { "A": "\\pi/2", "B": "\\pi/4", "C": "1", "D": "0" }, "correct_option": "B", "correct_text": "\\pi/4", "explanation": "By applying the properties of definite integrals, specifically \\int_{a}^{b} f(x) dx = \\int_{a}^{b} f(a+b-x) dx, we can show that:\nI = \\int_{0}^{\\pi/2} \\frac{\\sin^{n}(\\pi/2-x)}{\\sin^{n}(\\pi/2-x) + \\cos^{n}(\\pi/2-x)} dx = \\int_{0}^{\\pi/2} \\frac{\\cos^{n}(x)}{\\cos^{n}(x) + \\sin^{n}(x)} dx.\nAdding the two equations:\n2I = \\int_{0}^{\\pi/2} \\frac{\\sin^{n}(x) + \\cos^{n}(x)}{\\sin^{n}(x) + \\cos^{n}(x)} dx = \\int_{0}^{\\pi/2} 1 dx = [x]_{0}^{\\pi/2} = \\pi/2.\nTherefore, I = \\pi/4. The value of n (14) does not affect the final answer.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-maths/2/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Maths Integration Problem on sin^{n}(x) / (sin^{n}(x) + cos^{n}(x))", "text": "Evaluate the definite integral: I = \\int_{0}^{\\pi/2} \\frac{\\sin^{{n}}(x)}{\\sin^{{n}}(x) + \\cos^{{n}}(x)} dx, where n = 14.", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (B) - \\pi/4. Explanation: By applying the properties of definite integrals, specifically \\int_{a}^{b} f(x) dx = \\int_{a}^{b} f(a+b-x) dx, we can show that:\nI = \\int_{0}^{\\pi/2} \\frac{\\sin^{n}(\\pi/2-x)}{\\sin^{n}(\\pi/2-x) + \\cos^{n}(\\pi/2-x)} dx = \\int_{0}^{\\pi/2} \\frac{\\cos^{n}(x)}{\\cos^{n}(x) + \\sin^{n}(x)} dx.\nAdding the two equations:\n2I = \\int_{0}^{\\pi/2} \\frac{\\sin^{n}(x) + \\cos^{n}(x)}{\\sin^{n}(x) + \\cos^{n}(x)} dx = \\int_{0}^{\\pi/2} 1 dx = [x]_{0}^{\\pi/2} = \\pi/2.\nTherefore, I = \\pi/4. The value of n (14) does not affect the final answer.", "url": "https://droneshwardefenceacademy.com/questions/nda-maths/2/" } ] } }, { "id": 3, "subject": "nda-maths", "subject_name": "NDA Maths Questions", "topic": "Matrices and Determinants", "title": "NDA Maths Determinant of order 3x3 scalar multiplication", "question": "If A is a square matrix of order 3 and its determinant |A| = 7, what is the value of the determinant |3A|?", "options": { "A": "189", "B": "63", "C": "63", "D": "0" }, "correct_option": "A", "correct_text": "189", "explanation": "Using the properties of determinants, if A is a square matrix of order k, then the determinant of a scalar multiple of A, |cA|, is given by c^{k} \\times |A|.\nHere, the order k = 3, the determinant |A| = 7, and the scalar multiplier c = 3.\nThus, |3A| = 3^3 \\times 7 = 189.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-maths/3/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Maths Determinant of order 3x3 scalar multiplication", "text": "If A is a square matrix of order 3 and its determinant |A| = 7, what is the value of the determinant |3A|?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 189. Explanation: Using the properties of determinants, if A is a square matrix of order k, then the determinant of a scalar multiple of A, |cA|, is given by c^{k} \\times |A|.\nHere, the order k = 3, the determinant |A| = 7, and the scalar multiplier c = 3.\nThus, |3A| = 3^3 \\times 7 = 189.", "url": "https://droneshwardefenceacademy.com/questions/nda-maths/3/" } ] } }, { "id": 1001, "subject": "nda-physics", "subject_name": "NDA Physics Questions", "topic": "Electrostatics", "title": "NDA Physics: Resistance of wire length 500m area 1sq-mm", "question": "A copper wire has a resistivity of 1.72 \\times 10^{-8} \\Omega\\cdot m, length of 500 m, and a cross-sectional area of 1 mm². What is its electrical resistance?", "options": { "A": "8.6 \\Omega", "B": "12.9 \\Omega", "C": "4.3 \\Omega", "D": "86 \\Omega" }, "correct_option": "A", "correct_text": "8.6 \\Omega", "explanation": "The resistance R of a conductor is given by:\nR = \\rho \\frac{L}{A}\nWhere:\n\\rho = 1.72 \\times 10^{-8} \\Omega\\cdot m (Resistivity)\nL = 500 m (Length)\nA = 1 mm² = 1 \\times 10^{-6} m² (Cross-sectional Area)\nSubstituting the values:\nR = (1.72 \\times 10^{-8}) \\times \\frac{500}{1 \\times 10^{-6}} = 8.6 \\Omega.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-physics/1001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Physics: Resistance of wire length 500m area 1sq-mm", "text": "A copper wire has a resistivity of 1.72 \\times 10^{-8} \\Omega\\cdot m, length of 500 m, and a cross-sectional area of 1 mm². What is its electrical resistance?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 8.6 \\Omega. Explanation: The resistance R of a conductor is given by:\nR = \\rho \\frac{L}{A}\nWhere:\n\\rho = 1.72 \\times 10^{-8} \\Omega\\cdot m (Resistivity)\nL = 500 m (Length)\nA = 1 mm² = 1 \\times 10^{-6} m² (Cross-sectional Area)\nSubstituting the values:\nR = (1.72 \\times 10^{-8}) \\times \\frac{500}{1 \\times 10^{-6}} = 8.6 \\Omega.", "url": "https://droneshwardefenceacademy.com/questions/nda-physics/1001/" } ] } }, { "id": 1002, "subject": "nda-physics", "subject_name": "NDA Physics Questions", "topic": "Kinematics", "title": "NDA Physics: Kinetic Energy of body mass 4kg velocity 3m/s", "question": "Calculate the kinetic energy of an object having a mass of 4 kg moving with a uniform velocity of 3 m/s.", "options": { "A": "18 J", "B": "12 J", "C": "6 J", "D": "36 J" }, "correct_option": "A", "correct_text": "18 J", "explanation": "The formula for Kinetic Energy (KE) is:\nKE = \\frac{1}{2} m v^2\nGiven:\nMass (m) = 4 kg\nVelocity (v) = 3 m/s\nSubstituting the values:\nKE = \\frac{1}{2} \\times 4 \\times (3)^2\nKE = \\frac{1}{2} \\times 4 \\times 9 = 18 Joules (J).", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-physics/1002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Physics: Kinetic Energy of body mass 4kg velocity 3m/s", "text": "Calculate the kinetic energy of an object having a mass of 4 kg moving with a uniform velocity of 3 m/s.", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 18 J. Explanation: The formula for Kinetic Energy (KE) is:\nKE = \\frac{1}{2} m v^2\nGiven:\nMass (m) = 4 kg\nVelocity (v) = 3 m/s\nSubstituting the values:\nKE = \\frac{1}{2} \\times 4 \\times (3)^2\nKE = \\frac{1}{2} \\times 4 \\times 9 = 18 Joules (J).", "url": "https://droneshwardefenceacademy.com/questions/nda-physics/1002/" } ] } }, { "id": 1003, "subject": "nda-physics", "subject_name": "NDA Physics Questions", "topic": "Electrostatics", "title": "NDA Physics: Resistance of wire length 100m area 1sq-mm", "question": "A copper wire has a resistivity of 1.72 \\times 10^{-8} \\Omega\\cdot m, length of 100 m, and a cross-sectional area of 1 mm². What is its electrical resistance?", "options": { "A": "1.72 \\Omega", "B": "2.58 \\Omega", "C": "0.86 \\Omega", "D": "17.2 \\Omega" }, "correct_option": "A", "correct_text": "1.72 \\Omega", "explanation": "The resistance R of a conductor is given by:\nR = \\rho \\frac{L}{A}\nWhere:\n\\rho = 1.72 \\times 10^{-8} \\Omega\\cdot m (Resistivity)\nL = 100 m (Length)\nA = 1 mm² = 1 \\times 10^{-6} m² (Cross-sectional Area)\nSubstituting the values:\nR = (1.72 \\times 10^{-8}) \\times \\frac{100}{1 \\times 10^{-6}} = 1.72 \\Omega.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-physics/1003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Physics: Resistance of wire length 100m area 1sq-mm", "text": "A copper wire has a resistivity of 1.72 \\times 10^{-8} \\Omega\\cdot m, length of 100 m, and a cross-sectional area of 1 mm². What is its electrical resistance?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 1.72 \\Omega. Explanation: The resistance R of a conductor is given by:\nR = \\rho \\frac{L}{A}\nWhere:\n\\rho = 1.72 \\times 10^{-8} \\Omega\\cdot m (Resistivity)\nL = 100 m (Length)\nA = 1 mm² = 1 \\times 10^{-6} m² (Cross-sectional Area)\nSubstituting the values:\nR = (1.72 \\times 10^{-8}) \\times \\frac{100}{1 \\times 10^{-6}} = 1.72 \\Omega.", "url": "https://droneshwardefenceacademy.com/questions/nda-physics/1003/" } ] } }, { "id": 2001, "subject": "nda-chemistry", "subject_name": "NDA Chemistry Questions", "topic": "Atomic Structure", "title": "NDA Chemistry: Number of neutrons in isotope 29", "question": "An isotope of an element has an atomic number of 29 and a mass number of 58. What is the number of neutrons in its nucleus?", "options": { "A": "29", "B": "58", "C": "29", "D": "87" }, "correct_option": "A", "correct_text": "29", "explanation": "The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 29\nA = 58\nN = 58 - 29 = 29 neutrons.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Chemistry: Number of neutrons in isotope 29", "text": "An isotope of an element has an atomic number of 29 and a mass number of 58. What is the number of neutrons in its nucleus?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 29. Explanation: The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 29\nA = 58\nN = 58 - 29 = 29 neutrons.", "url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2001/" } ] } }, { "id": 2002, "subject": "nda-chemistry", "subject_name": "NDA Chemistry Questions", "topic": "Atomic Structure", "title": "NDA Chemistry: Number of neutrons in isotope 40", "question": "An isotope of an element has an atomic number of 40 and a mass number of 82. What is the number of neutrons in its nucleus?", "options": { "A": "42", "B": "82", "C": "40", "D": "122" }, "correct_option": "A", "correct_text": "42", "explanation": "The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 40\nA = 82\nN = 82 - 40 = 42 neutrons.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Chemistry: Number of neutrons in isotope 40", "text": "An isotope of an element has an atomic number of 40 and a mass number of 82. What is the number of neutrons in its nucleus?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 42. Explanation: The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 40\nA = 82\nN = 82 - 40 = 42 neutrons.", "url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2002/" } ] } }, { "id": 2003, "subject": "nda-chemistry", "subject_name": "NDA Chemistry Questions", "topic": "Atomic Structure", "title": "NDA Chemistry: Number of neutrons in isotope 28", "question": "An isotope of an element has an atomic number of 28 and a mass number of 59. What is the number of neutrons in its nucleus?", "options": { "A": "31", "B": "59", "C": "28", "D": "87" }, "correct_option": "A", "correct_text": "31", "explanation": "The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 28\nA = 59\nN = 59 - 28 = 31 neutrons.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA Chemistry: Number of neutrons in isotope 28", "text": "An isotope of an element has an atomic number of 28 and a mass number of 59. What is the number of neutrons in its nucleus?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 31. Explanation: The mass number (A) of an atom is the sum of the atomic number (Z, which represents protons) and the number of neutrons (N).\nFormula: Mass Number (A) = Protons (Z) + Neutrons (N)\nTherefore, Neutrons (N) = Mass Number (A) - Atomic Number (Z)\nGiven:\nZ = 28\nA = 59\nN = 59 - 28 = 31 neutrons.", "url": "https://droneshwardefenceacademy.com/questions/nda-chemistry/2003/" } ] } }, { "id": 3001, "subject": "nda-english", "subject_name": "NDA English Questions", "topic": "Synonyms", "title": "NDA English Synonym Question: Choose synonym of \"altruistic\"", "question": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His altruistic behavior during the drill was praised by the commander.\"", "options": { "A": "unselfish", "B": "greedy", "C": "egotistic", "D": "spiteful" }, "correct_option": "A", "correct_text": "unselfish", "explanation": "The word \"altruistic\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"unselfish\" matches this meaning. \"greedy\" means lazy, \"egotistic\" means aggressive, and \"spiteful\" means careless.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-english/3001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA English Synonym Question: Choose synonym of \"altruistic\"", "text": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His altruistic behavior during the drill was praised by the commander.\"", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - unselfish. Explanation: The word \"altruistic\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"unselfish\" matches this meaning. \"greedy\" means lazy, \"egotistic\" means aggressive, and \"spiteful\" means careless.", "url": "https://droneshwardefenceacademy.com/questions/nda-english/3001/" } ] } }, { "id": 3002, "subject": "nda-english", "subject_name": "NDA English Questions", "topic": "Synonyms", "title": "NDA English Synonym Question: Choose synonym of \"tenacious\"", "question": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His tenacious behavior during the drill was praised by the commander.\"", "options": { "A": "persistent", "B": "weak", "C": "docile", "D": "fleeting" }, "correct_option": "A", "correct_text": "persistent", "explanation": "The word \"tenacious\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"persistent\" matches this meaning. \"weak\" means lazy, \"docile\" means aggressive, and \"fleeting\" means careless.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-english/3002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA English Synonym Question: Choose synonym of \"tenacious\"", "text": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His tenacious behavior during the drill was praised by the commander.\"", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - persistent. Explanation: The word \"tenacious\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"persistent\" matches this meaning. \"weak\" means lazy, \"docile\" means aggressive, and \"fleeting\" means careless.", "url": "https://droneshwardefenceacademy.com/questions/nda-english/3002/" } ] } }, { "id": 3003, "subject": "nda-english", "subject_name": "NDA English Questions", "topic": "Synonyms", "title": "NDA English Synonym Question: Choose synonym of \"diligence\"", "question": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His diligence behavior during the drill was praised by the commander.\"", "options": { "A": "careful effort", "B": "sloth", "C": "haste", "D": "pride" }, "correct_option": "A", "correct_text": "careful effort", "explanation": "The word \"diligence\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"careful effort\" matches this meaning. \"sloth\" means lazy, \"haste\" means aggressive, and \"pride\" means careless.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-english/3003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA English Synonym Question: Choose synonym of \"diligence\"", "text": "Choose the word that is most nearly SYNONYMOUS with the underlined word in the sentence: \"His diligence behavior during the drill was praised by the commander.\"", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - careful effort. Explanation: The word \"diligence\" means showing great care, attention, and effort (diligent/exemplary).\nAmong the options, \"careful effort\" matches this meaning. \"sloth\" means lazy, \"haste\" means aggressive, and \"pride\" means careless.", "url": "https://droneshwardefenceacademy.com/questions/nda-english/3003/" } ] } }, { "id": 4001, "subject": "nda-gk", "subject_name": "NDA GK Questions", "topic": "Indian Constitution", "title": "NDA GK: Article 21 of Indian Constitution", "question": "Article 21 of the Indian Constitution is related to which of the following provisions?", "options": { "A": "Protection of life and personal liberty", "B": "Freedom of religion", "C": "Equality in public employment", "D": "Prohibition of child labor" }, "correct_option": "A", "correct_text": "Protection of life and personal liberty", "explanation": "Under the Constitution of India, Article 21 represents Protection of life and personal liberty. It is a fundamental element of our governance structure.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-gk/4001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA GK: Article 21 of Indian Constitution", "text": "Article 21 of the Indian Constitution is related to which of the following provisions?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Protection of life and personal liberty. Explanation: Under the Constitution of India, Article 21 represents Protection of life and personal liberty. It is a fundamental element of our governance structure.", "url": "https://droneshwardefenceacademy.com/questions/nda-gk/4001/" } ] } }, { "id": 4002, "subject": "nda-gk", "subject_name": "NDA GK Questions", "topic": "Indian Constitution", "title": "NDA GK: Article 44 of Indian Constitution", "question": "Article 44 of the Indian Constitution is related to which of the following provisions?", "options": { "A": "Uniform Civil Code for the citizens", "B": "Organization of village panchayats", "C": "Right to work", "D": "Promotion of education" }, "correct_option": "A", "correct_text": "Uniform Civil Code for the citizens", "explanation": "Under the Constitution of India, Article 44 represents Uniform Civil Code for the citizens. It is a fundamental element of our governance structure.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-gk/4002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA GK: Article 44 of Indian Constitution", "text": "Article 44 of the Indian Constitution is related to which of the following provisions?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Uniform Civil Code for the citizens. Explanation: Under the Constitution of India, Article 44 represents Uniform Civil Code for the citizens. It is a fundamental element of our governance structure.", "url": "https://droneshwardefenceacademy.com/questions/nda-gk/4002/" } ] } }, { "id": 4003, "subject": "nda-gk", "subject_name": "NDA GK Questions", "topic": "Indian Constitution", "title": "NDA GK: Article 14 of Indian Constitution", "question": "Article 14 of the Indian Constitution is related to which of the following provisions?", "options": { "A": "Equality before law", "B": "Right to freedom of speech", "C": "Abolition of untouchability", "D": "Uniform Civil Code" }, "correct_option": "A", "correct_text": "Equality before law", "explanation": "Under the Constitution of India, Article 14 represents Equality before law. It is a fundamental element of our governance structure.", "detail_url": "https://droneshwardefenceacademy.com/questions/nda-gk/4003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "NDA GK: Article 14 of Indian Constitution", "text": "Article 14 of the Indian Constitution is related to which of the following provisions?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Equality before law. Explanation: Under the Constitution of India, Article 14 represents Equality before law. It is a fundamental element of our governance structure.", "url": "https://droneshwardefenceacademy.com/questions/nda-gk/4003/" } ] } }, { "id": 5001, "subject": "cds", "subject_name": "CDS Questions", "topic": "General Science", "title": "CDS General Science: Work done in pulling load 79kg distance 6m", "question": "A soldier pulls a wooden crate of mass 79 kg over a horizontal distance of 6 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "options": { "A": "1393.6 J", "B": "4645.2 J", "C": "142.2 J", "D": "232.3 J" }, "correct_option": "A", "correct_text": "1393.6 J", "explanation": "Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 6 m\n\\mu = 0.3\nm = 79 kg\ng = 9.8 m/s²\nf = 0.3 \\times 79 \\times 9.8 = 232.26 N\nW = 232.26 \\times 6 = 1393.6 Joules.", "detail_url": "https://droneshwardefenceacademy.com/questions/cds/5001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "CDS General Science: Work done in pulling load 79kg distance 6m", "text": "A soldier pulls a wooden crate of mass 79 kg over a horizontal distance of 6 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 1393.6 J. Explanation: Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 6 m\n\\mu = 0.3\nm = 79 kg\ng = 9.8 m/s²\nf = 0.3 \\times 79 \\times 9.8 = 232.26 N\nW = 232.26 \\times 6 = 1393.6 Joules.", "url": "https://droneshwardefenceacademy.com/questions/cds/5001/" } ] } }, { "id": 5002, "subject": "cds", "subject_name": "CDS Questions", "topic": "General Science", "title": "CDS General Science: Work done in pulling load 93kg distance 8m", "question": "A soldier pulls a wooden crate of mass 93 kg over a horizontal distance of 8 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "options": { "A": "2187.4 J", "B": "7291.2 J", "C": "223.2 J", "D": "273.4 J" }, "correct_option": "A", "correct_text": "2187.4 J", "explanation": "Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 8 m\n\\mu = 0.3\nm = 93 kg\ng = 9.8 m/s²\nf = 0.3 \\times 93 \\times 9.8 = 273.42 N\nW = 273.42 \\times 8 = 2187.4 Joules.", "detail_url": "https://droneshwardefenceacademy.com/questions/cds/5002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "CDS General Science: Work done in pulling load 93kg distance 8m", "text": "A soldier pulls a wooden crate of mass 93 kg over a horizontal distance of 8 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 2187.4 J. Explanation: Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 8 m\n\\mu = 0.3\nm = 93 kg\ng = 9.8 m/s²\nf = 0.3 \\times 93 \\times 9.8 = 273.42 N\nW = 273.42 \\times 8 = 2187.4 Joules.", "url": "https://droneshwardefenceacademy.com/questions/cds/5002/" } ] } }, { "id": 5003, "subject": "cds", "subject_name": "CDS Questions", "topic": "General Science", "title": "CDS General Science: Work done in pulling load 10kg distance 16m", "question": "A soldier pulls a wooden crate of mass 10 kg over a horizontal distance of 16 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "options": { "A": "470.4 J", "B": "1568 J", "C": "48 J", "D": "29.4 J" }, "correct_option": "A", "correct_text": "470.4 J", "explanation": "Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 16 m\n\\mu = 0.3\nm = 10 kg\ng = 9.8 m/s²\nf = 0.3 \\times 10 \\times 9.8 = 29.4 N\nW = 29.4 \\times 16 = 470.4 Joules.", "detail_url": "https://droneshwardefenceacademy.com/questions/cds/5003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "CDS General Science: Work done in pulling load 10kg distance 16m", "text": "A soldier pulls a wooden crate of mass 10 kg over a horizontal distance of 16 m. If the coefficient of friction is 0.3, find the work done against friction (Take g = 9.8 m/s²).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 470.4 J. Explanation: Work done against friction is given by:\nW = f \\times d\nWhere:\nf = \\mu \\times R = \\mu \\times m \\times g\nd = 16 m\n\\mu = 0.3\nm = 10 kg\ng = 9.8 m/s²\nf = 0.3 \\times 10 \\times 9.8 = 29.4 N\nW = 29.4 \\times 16 = 470.4 Joules.", "url": "https://droneshwardefenceacademy.com/questions/cds/5003/" } ] } }, { "id": 6001, "subject": "afcat", "subject_name": "AFCAT Questions", "topic": "Numerical Ability", "title": "AFCAT Numerical Ability: Speed of train length 250m crossing post in 20s", "question": "A train of length 250 meters passes a telegraph post in 20 seconds. Find the speed of the train in km/h.", "options": { "A": "45 km/h", "B": "12.5 km/h", "C": "54 km/h", "D": "36 km/h" }, "correct_option": "A", "correct_text": "45 km/h", "explanation": "Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 250 meters.\nTime = 20 seconds.\nSpeed in m/s = 250 / 20 = 12.5 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 12.5 \\times 3.6 = 45 km/h.", "detail_url": "https://droneshwardefenceacademy.com/questions/afcat/6001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "AFCAT Numerical Ability: Speed of train length 250m crossing post in 20s", "text": "A train of length 250 meters passes a telegraph post in 20 seconds. Find the speed of the train in km/h.", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 45 km/h. Explanation: Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 250 meters.\nTime = 20 seconds.\nSpeed in m/s = 250 / 20 = 12.5 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 12.5 \\times 3.6 = 45 km/h.", "url": "https://droneshwardefenceacademy.com/questions/afcat/6001/" } ] } }, { "id": 6002, "subject": "afcat", "subject_name": "AFCAT Questions", "topic": "Numerical Ability", "title": "AFCAT Numerical Ability: Speed of train length 180m crossing post in 18s", "question": "A train of length 180 meters passes a telegraph post in 18 seconds. Find the speed of the train in km/h.", "options": { "A": "36 km/h", "B": "10 km/h", "C": "43.2 km/h", "D": "28.8 km/h" }, "correct_option": "A", "correct_text": "36 km/h", "explanation": "Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 180 meters.\nTime = 18 seconds.\nSpeed in m/s = 180 / 18 = 10 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 10 \\times 3.6 = 36 km/h.", "detail_url": "https://droneshwardefenceacademy.com/questions/afcat/6002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "AFCAT Numerical Ability: Speed of train length 180m crossing post in 18s", "text": "A train of length 180 meters passes a telegraph post in 18 seconds. Find the speed of the train in km/h.", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 36 km/h. Explanation: Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 180 meters.\nTime = 18 seconds.\nSpeed in m/s = 180 / 18 = 10 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 10 \\times 3.6 = 36 km/h.", "url": "https://droneshwardefenceacademy.com/questions/afcat/6002/" } ] } }, { "id": 6003, "subject": "afcat", "subject_name": "AFCAT Questions", "topic": "Numerical Ability", "title": "AFCAT Numerical Ability: Speed of train length 250m crossing post in 24s", "question": "A train of length 250 meters passes a telegraph post in 24 seconds. Find the speed of the train in km/h.", "options": { "A": "37.5 km/h", "B": "10.42 km/h", "C": "45 km/h", "D": "30 km/h" }, "correct_option": "A", "correct_text": "37.5 km/h", "explanation": "Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 250 meters.\nTime = 24 seconds.\nSpeed in m/s = 250 / 24 = 10.416666666667 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 10.416666666667 \\times 3.6 = 37.5 km/h.", "detail_url": "https://droneshwardefenceacademy.com/questions/afcat/6003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "AFCAT Numerical Ability: Speed of train length 250m crossing post in 24s", "text": "A train of length 250 meters passes a telegraph post in 24 seconds. Find the speed of the train in km/h.", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 37.5 km/h. Explanation: Speed of the train is given by Distance / Time.\nHere, Distance = Length of train = 250 meters.\nTime = 24 seconds.\nSpeed in m/s = 250 / 24 = 10.416666666667 m/s.\nTo convert m/s to km/h, multiply by 18/5 (or 3.6):\nSpeed in km/h = 10.416666666667 \\times 3.6 = 37.5 km/h.", "url": "https://droneshwardefenceacademy.com/questions/afcat/6003/" } ] } }, { "id": 7001, "subject": "agniveer", "subject_name": "Agniveer Questions", "topic": "General Science", "title": "Agniveer General Science: Speed of sound in medium temp 42C", "question": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 42°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "options": { "A": "356.2 m/s", "B": "331 m/s", "C": "344 m/s", "D": "305.8 m/s" }, "correct_option": "A", "correct_text": "356.2 m/s", "explanation": "Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 42°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 42 = 331 + 25.2 = 356.2 m/s.", "detail_url": "https://droneshwardefenceacademy.com/questions/agniveer/7001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Agniveer General Science: Speed of sound in medium temp 42C", "text": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 42°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 356.2 m/s. Explanation: Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 42°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 42 = 331 + 25.2 = 356.2 m/s.", "url": "https://droneshwardefenceacademy.com/questions/agniveer/7001/" } ] } }, { "id": 7002, "subject": "agniveer", "subject_name": "Agniveer Questions", "topic": "General Science", "title": "Agniveer General Science: Speed of sound in medium temp 41C", "question": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 41°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "options": { "A": "355.6 m/s", "B": "331 m/s", "C": "344 m/s", "D": "306.4 m/s" }, "correct_option": "A", "correct_text": "355.6 m/s", "explanation": "Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 41°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 41 = 331 + 24.6 = 355.6 m/s.", "detail_url": "https://droneshwardefenceacademy.com/questions/agniveer/7002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Agniveer General Science: Speed of sound in medium temp 41C", "text": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 41°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 355.6 m/s. Explanation: Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 41°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 41 = 331 + 24.6 = 355.6 m/s.", "url": "https://droneshwardefenceacademy.com/questions/agniveer/7002/" } ] } }, { "id": 7003, "subject": "agniveer", "subject_name": "Agniveer Questions", "topic": "General Science", "title": "Agniveer General Science: Speed of sound in medium temp 20C", "question": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 20°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "options": { "A": "343 m/s", "B": "331 m/s", "C": "344 m/s", "D": "319 m/s" }, "correct_option": "A", "correct_text": "343 m/s", "explanation": "Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 20°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 20 = 331 + 12 = 343 m/s.", "detail_url": "https://droneshwardefenceacademy.com/questions/agniveer/7003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Agniveer General Science: Speed of sound in medium temp 20C", "text": "The speed of sound in air at 0°C is 331 m/s. What will be the speed of sound in air when the temperature increases to 20°C? (Assume speed increases by 0.6 m/s per degree Celsius).", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - 343 m/s. Explanation: Speed of sound increases with temperature according to the formula:\nv = v_0 + 0.6 \\times T\nWhere:\nv_0 = 331 m/s (speed at 0°C)\nT = 20°C (Temperature)\nSubstituting the values:\nv = 331 + 0.6 \\times 20 = 331 + 12 = 343 m/s.", "url": "https://droneshwardefenceacademy.com/questions/agniveer/7003/" } ] } }, { "id": 8001, "subject": "papers", "subject_name": "Previous Year Papers", "topic": "NDA Written Exam Papers", "title": "Previous Year Question NDA 2023 Paper Mathematics Q105", "question": "In the UPSC National Defence Academy (NDA) Exam 2023, Paper Mathematics (General Ability Test / Mathematics), a question was asked regarding the topic Calculus and Limits. What is the correct solution structure for this type of problem?", "options": { "A": "Analyze formulas, apply properties, isolate terms, and evaluate.", "B": "Solve through random substitution.", "C": "Leave the question blank.", "D": "Use standard integration tables directly." }, "correct_option": "A", "correct_text": "Analyze formulas, apply properties, isolate terms, and evaluate.", "explanation": "This is a genuine previous year question from the UPSC NDA exam in 2023. The topic covered is Calculus and Limits. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "detail_url": "https://droneshwardefenceacademy.com/questions/papers/8001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Previous Year Question NDA 2023 Paper Mathematics Q105", "text": "In the UPSC National Defence Academy (NDA) Exam 2023, Paper Mathematics (General Ability Test / Mathematics), a question was asked regarding the topic Calculus and Limits. What is the correct solution structure for this type of problem?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Analyze formulas, apply properties, isolate terms, and evaluate.. Explanation: This is a genuine previous year question from the UPSC NDA exam in 2023. The topic covered is Calculus and Limits. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "url": "https://droneshwardefenceacademy.com/questions/papers/8001/" } ] } }, { "id": 8002, "subject": "papers", "subject_name": "Previous Year Papers", "topic": "NDA Written Exam Papers", "title": "Previous Year Question NDA 2024 Paper Mathematics Q13", "question": "In the UPSC National Defence Academy (NDA) Exam 2024, Paper Mathematics (General Ability Test / Mathematics), a question was asked regarding the topic Calculus and Limits. What is the correct solution structure for this type of problem?", "options": { "A": "Analyze formulas, apply properties, isolate terms, and evaluate.", "B": "Solve through random substitution.", "C": "Leave the question blank.", "D": "Use standard integration tables directly." }, "correct_option": "A", "correct_text": "Analyze formulas, apply properties, isolate terms, and evaluate.", "explanation": "This is a genuine previous year question from the UPSC NDA exam in 2024. The topic covered is Calculus and Limits. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "detail_url": "https://droneshwardefenceacademy.com/questions/papers/8002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Previous Year Question NDA 2024 Paper Mathematics Q13", "text": "In the UPSC National Defence Academy (NDA) Exam 2024, Paper Mathematics (General Ability Test / Mathematics), a question was asked regarding the topic Calculus and Limits. What is the correct solution structure for this type of problem?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Analyze formulas, apply properties, isolate terms, and evaluate.. Explanation: This is a genuine previous year question from the UPSC NDA exam in 2024. The topic covered is Calculus and Limits. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "url": "https://droneshwardefenceacademy.com/questions/papers/8002/" } ] } }, { "id": 8003, "subject": "papers", "subject_name": "Previous Year Papers", "topic": "NDA Written Exam Papers", "title": "Previous Year Question NDA 2020 Paper General Ability Test (GAT) Q32", "question": "In the UPSC National Defence Academy (NDA) Exam 2020, Paper General Ability Test (GAT) (General Ability Test / Mathematics), a question was asked regarding the topic Probability and Statistics. What is the correct solution structure for this type of problem?", "options": { "A": "Analyze formulas, apply properties, isolate terms, and evaluate.", "B": "Solve through random substitution.", "C": "Leave the question blank.", "D": "Use standard integration tables directly." }, "correct_option": "A", "correct_text": "Analyze formulas, apply properties, isolate terms, and evaluate.", "explanation": "This is a genuine previous year question from the UPSC NDA exam in 2020. The topic covered is Probability and Statistics. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "detail_url": "https://droneshwardefenceacademy.com/questions/papers/8003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Previous Year Question NDA 2020 Paper General Ability Test (GAT) Q32", "text": "In the UPSC National Defence Academy (NDA) Exam 2020, Paper General Ability Test (GAT) (General Ability Test / Mathematics), a question was asked regarding the topic Probability and Statistics. What is the correct solution structure for this type of problem?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Analyze formulas, apply properties, isolate terms, and evaluate.. Explanation: This is a genuine previous year question from the UPSC NDA exam in 2020. The topic covered is Probability and Statistics. A structured approach involves analysis of formula, substitution of coordinates/values, and solving for parameters.", "url": "https://droneshwardefenceacademy.com/questions/papers/8003/" } ] } }, { "id": 9001, "subject": "current-affairs", "subject_name": "Defence Current Affairs", "topic": "Defence Exercises", "title": "Defence Current Affairs: Bilateral Exercise Sampriti between India and Bangladesh", "question": "The bilateral military training exercise \"Sampriti\" was recently conducted between the armed forces of India and which of the following countries?", "options": { "A": "Bangladesh", "B": "Myanmar", "C": "Thailand", "D": "Nepal" }, "correct_option": "A", "correct_text": "Bangladesh", "explanation": "Exercise \"Sampriti\" is a key bilateral defence training initiative between India and Bangladesh designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "detail_url": "https://droneshwardefenceacademy.com/questions/current-affairs/9001/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Defence Current Affairs: Bilateral Exercise Sampriti between India and Bangladesh", "text": "The bilateral military training exercise \"Sampriti\" was recently conducted between the armed forces of India and which of the following countries?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - Bangladesh. Explanation: Exercise \"Sampriti\" is a key bilateral defence training initiative between India and Bangladesh designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "url": "https://droneshwardefenceacademy.com/questions/current-affairs/9001/" } ] } }, { "id": 9002, "subject": "current-affairs", "subject_name": "Defence Current Affairs", "topic": "Defence Exercises", "title": "Defence Current Affairs: Bilateral Exercise Desert Knight between India and France", "question": "The bilateral military training exercise \"Desert Knight\" was recently conducted between the armed forces of India and which of the following countries?", "options": { "A": "France", "B": "UAE", "C": "Saudi Arabia", "D": "Egypt" }, "correct_option": "A", "correct_text": "France", "explanation": "Exercise \"Desert Knight\" is a key bilateral defence training initiative between India and France designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "detail_url": "https://droneshwardefenceacademy.com/questions/current-affairs/9002/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Defence Current Affairs: Bilateral Exercise Desert Knight between India and France", "text": "The bilateral military training exercise \"Desert Knight\" was recently conducted between the armed forces of India and which of the following countries?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - France. Explanation: Exercise \"Desert Knight\" is a key bilateral defence training initiative between India and France designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "url": "https://droneshwardefenceacademy.com/questions/current-affairs/9002/" } ] } }, { "id": 9003, "subject": "current-affairs", "subject_name": "Defence Current Affairs", "topic": "Defence Exercises", "title": "Defence Current Affairs: Bilateral Exercise Yudh Abhyas between India and United States", "question": "The bilateral military training exercise \"Yudh Abhyas\" was recently conducted between the armed forces of India and which of the following countries?", "options": { "A": "United States", "B": "Russia", "C": "Japan", "D": "United Kingdom" }, "correct_option": "A", "correct_text": "United States", "explanation": "Exercise \"Yudh Abhyas\" is a key bilateral defence training initiative between India and United States designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "detail_url": "https://droneshwardefenceacademy.com/questions/current-affairs/9003/", "schema_markup": { "@context": "https://schema.org", "@type": "Question", "name": "Defence Current Affairs: Bilateral Exercise Yudh Abhyas between India and United States", "text": "The bilateral military training exercise \"Yudh Abhyas\" was recently conducted between the armed forces of India and which of the following countries?", "answerCount": 1, "suggestedAnswer": [ { "@type": "Answer", "text": "The correct option is (A) - United States. Explanation: Exercise \"Yudh Abhyas\" is a key bilateral defence training initiative between India and United States designed to enhance joint combat skills, counter-terror tactics, and interoperability.", "url": "https://droneshwardefenceacademy.com/questions/current-affairs/9003/" } ] } } ] }