Question

Given the equation eF + gH = L, solve for g.

A) g = (L - eF) / H
B) g = (eF - L) / H
C) g = L / (eF + H)
D) g = H / (L - eF)

Answer 1

To solve for g in the equation eF + gH = L, isolate g by subtracting eF from both sides and then divide both sides by H.

Step-by-step explanation:

To solve for g in the equation eF + gH = L, we need to isolate g. We can do this by subtracting eF from both sides of the equation:

eF + gH - eF = L - eF

gH = L - eF

Finally, divide both sides of the equation by H:

g = (L - eF) / H

Therefore, the correct answer is A) g = (L - eF) / H.