Question

If a piece of paper is 0.0000005 inches thick and 0.0000000000000005 miles long, weighing 0.00009 pounds, and another is 0.00008 inches thick and 21 feet long, weighing 0.000006 pounds, both widths are 45 inches, at what point should each hit the ground if both are falling from a height of 67 feet, assuming they are falling at a rate between 9 and 0.001 mph, with a wind speed changing at a rate of 13 miles per minute?

Answer 1

The exact point at which each piece of paper hits the ground cannot be determined without additional data and calculations, as the descent is influenced by many variables including size, weight, shape, wind speed, and air resistance.

Step-by-step explanation:

The question posed requires an understanding of the physics principles of free fall and air resistance. The rate at which the pieces of paper fall is determined by gravity, but air resistance will affect them differently due to their different shapes, sizes, and weights. Additionally, the varying wind speed complicates the situation further, making it nearly impossible to determine an exact point of impact without a comprehensive set of calculations and more detailed environmental conditions.

Realistically, both pieces of paper will experience air resistance, and their descent will be significantly affected by the changing wind speeds mentioned. To provide a precise answer, one would need to conduct an experiment or a detailed simulation accounting for all the variables.