This problem’s question: What is the ratio of the standard deviation of rolling three such dice and selecting the second highest value and the standard deviation of rolling just one die? For this problem, imagine rolling these three dice. The procedure to determine the second highest value is to sort the rolled values into descending …
The square base of a right pyramid has sides of integral length. The height of the pyramid is also an integer. The volume of the pyramid, which is also an integer, is equal to it’s total surface area. What is the height of the pyramid?
A = (1/1)+(1/3)+(1/5)+…+(1/99) / (1/(1*99))+(1/(3*97))+(1/(5*95))+…+(1/(99*1)) Find A Quick and dirty code, we’re adding the values in the numerator and denominator separately then combining them at the end of the loop It gives us a nice clean integer solution, 50