Solve for x
x = \frac{50 ^ {74852}}{136} = ∞\frac{NaN}{136} = ∞
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132x-268x=-50^{74852}
Combine 96x and 36x to get 132x.
-136x=-50^{74852}
Combine 132x and -268x to get -136x.
\frac{-136x}{-136}=-\frac{50^{74852}}{-136}
Divide both sides by -136.
x=-\frac{50^{74852}}{-136}
Dividing by -136 undoes the multiplication by -136.
x=\frac{50^{74852}}{136}
Divide -50^{74852} by -136.
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