Question

F = 2g + 2h Solve for G Pllzzzz

Answer 1

Greetings from Brasil...

Let's isolate G

F = 2G + 2H

2G = F - 2H

G = (F - 2H)/2

Answer 2

`\sf g= (f)/(2)-h`

Explanation:

"Solve for g" means to apply arithmetic operations to isolate g.

Given equation:

`\sf f = 2g + 2h`

Subtract 2h from both sides:

`\implies \sf f -2h= 2g + 2h-2h`

`\implies \sf f -2h= 2g`

Divide both sides by 2:

`\implies \sf (f)/(2)-(2h)/(2)= (2g)/(2)`

Cancel the common factor of 2:

`\implies \sf (f)/(2)-(\diagup\!\!\!\!2\:h)/(\diagup\!\!\!\!2)= (\diagup\!\!\!\!2\:g)/(\diagup\!\!\!\!2)`

`\implies \sf (f)/(2)-h=g`

Switch sides:

`\implies \sf g= (f)/(2)-h`