If the paper is a bond paper, then we need between an amount of 16750 and 22334 folds for a height of 67 inches.
In this problem we need to determine that number of elements in a paper whose folds creates a height to the height of the person. We assume that paper is a bond papel, whose thickness is 0.003 to 0.004 inches. The number of folds is equal to the height of the student in inches divided by the thickness, also in inches.
Let suppose that the height of the student is 67 inches (approx. 170 cm), then the number of papers in a batch with same height is:
n = 67 in / 0.003 in
n = 22334
n = 67 in / 0.004 in
n = 16750
If the paper is a bond paper, then we need between an amount of 16750 and 22334 folds for a height of 67 inches.
To learn more on paper folds: https://brainly.com/question/27033903
#SPJ1