Answer:
(A) - V=11.8098 cm^3, The actual volume of a bouncy ball is less than the estimation.
(B) -

(C) - Yes, the

Explanation:
Given the three part question.
(A) - Given that 1000 bouncy balls fill a box (dimensions: 27cm by 27cm by 16.2cm) in its entirety. Estimate the volume of one bouncy ball.
(B) - Describe a method in which you could find the weight of one bouncy ball
(C) - Given a square piece of wrapping paper (24 by 24 in), is this enough to cover the entire box?
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Part (A):
(1) - Compute the volume of the box


(2) - Use the volume we just found to estimate the volume of one bouncy ball


Thus, the estimated volume of one ball is found. Now, is this the actual volume of one ball? No, the actual volume of 1 ball would be less than the value we just computed. This is because there is space left between each ball. I have attached an image for you to visualize.
Part (B):
One way you could find the weight of one balls is by find the ball's mass using the following formula. You would have to look up the density of the bouncy ball's material.

Then using the value you find for mass you could then use the following formula to determine 1 ball's weight.

Part (C):
(1) - Compute the surface area of the box


(2) - Compute the surface area of the square piece of wrapping paper


(3) - The surface area of the box and wrapping paper are in different units. So, we must do a unit conversion


(4) - The wrapping paper will completely cover the box if


Thus, all parts have been answered.