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Suppose that you are in a rocketship in deep space. Each sides of the rocket side has rocket engines attached to it - the rocket engines, if fired, provide an acceleration of A. You stand at the middle of the bottom side of the rocketship - assume that the shape of the rocketship is a cube of length L. You jump up with speed u relative to the rocketship. a) If the engines at the left side are fired, what should be the value(s) of A be such that you hit the left side of the rocketship before landing back on the floor? b) If the engines at the top are fired, which side do you hit? What is the time taken to hit that side in terms of

Suppose that you are in a rocketship in deep space. Each sides of the rocket side has rocket engines attached to it - the rocket engines, if fired, provide an acceleration of A. You stand at the middle of the bottom side of the rocketship - assume that the shape of the rocketship is a cube of length L. You jump up with speed u relative to the rocketship. a) If the engines at the left side are fired, what should be the value(s) of A be such that you hit the left side of the rocketship before landing back on the floor? b) If the engines at the top are fired, which side do you hit? What is the time taken to hit that side in terms of

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Suppose that you are in a rocketship in deep space. Each sides of the rocket side has rocket engines attached to it - the rocket engines, if fired, provide an acceleration of A. You stand at the middle of the bottom side of the rocketship - assume that the shape of the rocketship is a cube of length L. You jump up with speed u relative to the rocketship.

a) If the engines at the left side are fired, what should be the value(s) of A be such that you hit the left side of the rocketship before landing back on the floor?

b) If the engines at the top are fired, which side do you hit? What is the time taken to hit that side in terms of A?

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