Multiple choice

A train of length L move with a constant speed $V_t$. A person at the back of the train fires a bullet at time $t=0$ towards a target which is at a distance of D(at time $t=0$) from the front of the train(on the same direction of motion). Another person at the front of the train fires another bullet at time $t=T$ towards the same target. Both bullets reach the target at the same time. Assuming the speed of the bullets $V_b$ are same, the length of the train is?

  1. $T\times (V_b\times 2V_t)$
  2. $T\times (V_b\times V_t)$
  3. $2\times T\times (V_b+2V_t)$
  4. $2\times T\times (V_b-2V_t)$
  5. $T\times (V_b-2V_t)$
Reveal answer Fill a bubble to check yourself
B Correct answer