Answer:
To solve for g in the equation m + n^2 = g5M, we first need to isolate g on one side of the equation. We can do this by subtracting m and n^2 from both sides:
m + n^2 = g5M
m + n^2 - m - n^2 = g5M - m - n^2
0 = g5M - m - n^2
Now we can divide both sides by 5M:
0 = (g5M - m - n^2) / 5M
And we get the equation for g:
g = (m + n^2) / 5M
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