P.O.W 14
Pool Problem
Kainoa Harada
Problem Statement: The problem in this P.O.W is to find a formula to find how many times a ball would rebound off a table, with varying squares and rectangles to take into equation. Though there can be two separate formulas for each figure. And if you believe, there is a SUPER FORMULA that a group can find once every school year...
Process: The process I, and my group, used to solve this problem was simply counting the height and width then drawing the lines the pool ball would travel. Once it hit a whole that would mark the end of the line counting, and however many lines, while using our formula, is the amount of rebounds that figure had. The book backs this up with showing the rebounds of a rectangle,
Pool Problem
Kainoa Harada
Problem Statement: The problem in this P.O.W is to find a formula to find how many times a ball would rebound off a table, with varying squares and rectangles to take into equation. Though there can be two separate formulas for each figure. And if you believe, there is a SUPER FORMULA that a group can find once every school year...
Process: The process I, and my group, used to solve this problem was simply counting the height and width then drawing the lines the pool ball would travel. Once it hit a whole that would mark the end of the line counting, and however many lines, while using our formula, is the amount of rebounds that figure had. The book backs this up with showing the rebounds of a rectangle,