The solution of the equation √(m - 7) = n + 3 for m is m = n² + 6n + 16
How to solve the equation for m
From the question, we have the following parameters that can be used in our computation:
√(m - 7) = n + 3
Take the square of both sides
So, we have
(m - 7) = (n + 3)²
Remove the bracket
m - 7 = n² + 6n + 9
So, we have
m = n² + 6n + 9 + 7
Evaluate
m = n² + 6n + 16
Hence, the solution of the equation for m is m = n² + 6n + 16