Question

Show how to solve for g:
3g - x = rh

Answer 1

Let me know if its correct! Kinda rushed a bit! I'd wait for someone else to answer just to confirm!

Answer:

g= 1/3 hr + 1/3 x

Explanation:

Solving for G

Step 1: Add x to both sides.

3g − x + x =hr+x

3g = hr+x

Step 2: Divide both sides by 3.

3g/3 = hr+x/3

g= 1/3hr + 1/3x

Answer 2

`\rm g = (1)/(3)(rh + x)`

Explanation:

Solve for g:

`\longrightarrow` 3g - x = rh

Add x to both sides:

`\longrightarrow` 3g + (x - x) = rh + x

x - x = 0

`\longrightarrow` 3g = rh + x

Divide both sides by 3:

`\longrightarrow`
`\sf (3)/(3) g = (1)/(3)(rh + x)`

`\rm (3)/(3) = 1:`

`\longrightarrow`
`\sf g = (1)/(3)(rh + x)`