We are one week away from the challenge #75 milestone. Some users want to race this one to be the first to 75 and nab the first ever ‘Burgschrund Crevasse’ badge. I will plan to post the challenge on 6/26/2017 at 9:00 AM PST. The main contenders are @SeanAdams, @NicoleJohnson, @LordNeilLord, and @estherb47 barring any other users catching up on a significant amount of challenges this week.
This week, we are going to slow it down and take a breather after our two-week long challenge #73 and shoot for something simpler. This week, the goal is to create a macro that calculates factorials. To find the exact formula, you can find it here: https://en.wikipedia.org/wiki/Factorial. Factorials are commonly used to calculate the multitude of ways a task can be completed – like how many possible results could come from shuffling 52 playing cards.
Factorials are usually represented by ‘n!’ – n being an integer. If we were looking for the factorial of 4, it would be represented as 4!. To calculate the factorial of 4, the equation is written as (4)*(3)*(2)*(1). Below are some example caculations.
1! = (1) = 1
2! = (2)*(1) = 2
3! = (3)*(2)*(1) = 6
4! = (4)*(3)*(2)*(1) = 24