Question

Two rockets are flying in the same direction and are side by side at the instant their retrorockets fire. Rocket A has an initial velocity of +5800 m/s, while rocket B has an initial velocity of +8600 m/s. After a time t, both rockets are again side by side, the displacement of each being zero. The acceleration of rocket A is 15 m/s². What is the acceleration of rocket B?

Answer 1

The acceleration of rocket B, we can use the concept of relative motion. Since rocket A has an acceleration of 15 m/s², the relative acceleration of rocket B with respect to rocket A will be the difference between their accelerations. acceleration of rocket B is -15 m/s².

Step-by-step explanation:

To find the acceleration of rocket B, we can use the concept of relative motion. Since rocket A has an acceleration of 15 m/s², the relative acceleration of rocket B with respect to rocket A will be the difference between their accelerations. Relative acceleration is independent of the reference frame and is given by: Relative acceleration = Acceleration of B - Acceleration of A Substituting the given values, we have: Relative acceleration = 0 - 15 = -15 m/s² Therefore, the acceleration of rocket B is -15 m/s².

The acceleration of rocket B, we can use the concept of relative motion. Since rocket A has an acceleration of 15 m/s², the relative acceleration of rocket B with respect to rocket A will be the difference between their accelerations. acceleration of rocket B is -15 m/s².