Question

Using opposite operations, rewrite the equation so s2 is on one side of the equation by itself.

Answer 1

`S^2= (3V)/(H)`

Explanation:

V = 1/3 HS^2

Using opposite operations, rewrite the equation so s2 is on one side of the equation by itself.

Answer: Inverse operations are operations that undo each other that is they result to the original number or variable.

There are different inverse operations like addition and subtraction, multiplication and division, square and square root, cube and cube root.

Given that:

`V=(1)/(3)HS^2\\ \\Multiplying\ both \ sides\ by \ 3:\\\\V*3=(1)/(3)HS^2*3\\\\3V=HS^2\\\\Dividing \ both\ sides\ by H\\\\(3V)/(H)=(HS^2)/(H)\\\\ (3V)/(H)=S^2\\\\Rearranging\ the \ equation:\\\\S^2= (3V)/(H)`