There is, however, this is just a approximation.
Solve for the variables that follow, where N(squared) is the closest perfect square to S. The directions follow:
d = S - N2
P = d (over) 2N
Answer = N + P
Let's try finding the square root of 79.
d = 79 - 92
So d = -2
P = -2 (over) 2(9)
So P = -0.1 (repeating)
Answer = 9 + -0.1 (repeating)
The square root of 79 about equals 8.8 (repeating)
And since 8.8 (repeating) = 8 and 8 (over) 9, we can calculate that 8.8 (repeating) squared equals about 79.01234567...
It is really accurate, so good luck using this approximation!
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