(3.1415*99.95)+(3.1415*t^2)=392.5

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Solution for (3.1415*99.95)+(3.1415*t^2)=392.5 equation: 


Simplifying
(3.1415 * 99.95) + (3.1415t2) = 392.5

Multiply 3.1415 * 99.95
(313.992925) + (3.1415t2) = 392.5
313.992925 + (3.1415t2) = 392.5

Solving
313.992925 + (3.1415t2) = 392.5

Solving for variable 't'.

Move all terms containing t to the left, all other terms to the right.

Add '-313.992925' to each side of the equation.
313.992925 + -313.992925 + (3.1415t2) = 392.5 + -313.992925

Combine like terms: 313.992925 + -313.992925 = 0.000000
0.000000 + (3.1415t2) = 392.5 + -313.992925
(3.1415t2) = 392.5 + -313.992925

Combine like terms: 392.5 + -313.992925 = 78.507075
(3.1415t2) = 78.507075

Divide each side by '3.1415'.
t2 = 24.99031514

Simplifying
t2 = 24.99031514

Take the square root of each side:
t = {-4.99903142, 4.99903142}

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