Solve for x
x=\frac{\pi -25}{e}\approx -8.041258679
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\sqrt{-ex+\pi }=5
Reorder the terms.
\left(-e\right)x+\pi =25
Square both sides of the equation.
\left(-e\right)x+\pi -\pi =25-\pi
Subtract \pi from both sides of the equation.
\left(-e\right)x=25-\pi
Subtracting \pi from itself leaves 0.
\frac{\left(-e\right)x}{-e}=\frac{25-\pi }{-e}
Divide both sides by -e.
x=\frac{25-\pi }{-e}
Dividing by -e undoes the multiplication by -e.
x=\frac{\pi -25}{e}
Divide 25-\pi by -e.
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