Question

A 450- newton gymnast jumps upward a distance of .50 meters to reach the uneven pararell bars. How much work did she do before she even began her routine?

Answer 1

The gymnast did 225 Joules of work to reach the uneven parallel bars before starting her routine, calculated by multiplying her weight (450 Newtons) by the distance jumped (0.50 meters).

Step-by-step explanation:

To calculate the work done by a gymnast jumping to reach the uneven parallel bars, we will apply the concept of work in physics. Work is defined as the product of the force applied and the distance over which the force is applied, and the direction of force is the same as the direction of displacement. In this case, the force is the weight of the gymnast, and the distance is the height she gains.

The work done (W) is calculated using the formula W = force x distance. The gymnast weighs 450 Newtons, and she jumps a distance of 0.50 meters. Therefore, the work done by the gymnast is:

W = 450 N x 0.50 m = 225 Joules.

This is the amount of work the gymnast did to reach the bars before starting her routine.

Answer 2

The unit of work is Joules. To find Joules, the formula for it shall be applied. The formula for it would be to multiply the force exerted by an object to the distance it has travelled to get the work done. As for this problem, the given variables are 450 Newtons and 0.50 meters of distance. To simplify things, we will be using the formula using units and then substitute them with their corresponding values.
The formula would be J = N x m

J = 450 N x 0.50 m
J = 225 Joules or 225 J

So the answer and the work that she did before she even began her routine would be 225 J.