Question

Ys+yz=r, solve for y

Answer 1

To solve the equation ys + yz = r for y, factor y out of the left side to get y(s + z), then divide both sides by (s + z) to find y = r / (s + z).

Step-by-step explanation:

The student has asked to solve the equation ys + yz = r for y. To isolate y, follow these steps:

1. 
   
2. Factor y out of the left side of the equation, giving y(s + z).
3. 
   
4. Divide both sides of the equation by (s + z) to solve for y. This results in y = r / (s + z).

Therefore, the solution for y is y = r / (s + z).

Answer 2

`ys+yz=r\\\\ y(s+z)=r\\\\ y=(r)/(s+z)`