AIIMS 2019 Physics Lorentz Force MCQ Question
The expression of force is given by, πΉβ = ππΈβ +π(πβ Γπ΅β ) = (1.6Γ10β»ΒΉβΉ) [(10πΜΓ10β»βΆ) + (1.6Γ10β»ΒΉβΉ) [(2πΜ) Γ (πΜ + 3πΜ + 4πΜ)] Γ 10β»βΉ = (1.6Γ10β»ΒΉβΉ) [10πΜ β 8πΜ + 6πΜ] Γ 10β»βΆ N Calculate the acceleration as follows, πβ = (1.6Γ10β»ΒΉβΉ) [10πΜ β 8πΜ + 6πΜ] Γ 10β»βΆ N / 1.6Γ10β»Β²β· = 1400 m/sΒ²
Correct Answer
Detailed Explanation
Option A is correct because the calculated acceleration, , simplifies to , demonstrating the relationship between force, mass, and acceleration as described by Newton's second law, . Other options are not applicable as they do not provide any alternative values or explanations relevant to the problem at hand. This exercise illustrates the importance of vector operations in calculating forces and subsequent accelerations in a magnetic field.
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