Mathematics · Simple Harmonic Motion
A particle is executing simple harmonic motion along the X-axis. If at distances x1 and x2 from the mean position, the velocities of the particle are v1 and v2 respectively, the time period of its oscillation is given by:
- 1T = 2π √[ (x22 − x12) / (v12 − v22) ]✓
- 2T = 2π √[ (x22 − x12) / (v12 + v22) ]
- 3T = 2π √[ (x22 + x12) / (v12 + v22) ]
- 4T = 2π √[ (x22 + x12) / (v12 − v22) ]
Correct answer
T = 2π √[ (x22 − x12) / (v12 − v22) ]
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