What is expand e^{-5(x-pi)}+x^2-15 ?

The solution to expand e^{-5(x-pi)}+x^2-15 is e^{-5x+5pi}+x^2-15

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expand e^{-5(x-pi)}+x^2-15

expand

e^{- 5 (x - π)} + x^{2} - 15

e^{- 5 x + 5 π} + x^{2} - 15

Solution steps

e^{- 5 (x - π)} + x^{2} - 15

Expand

- 5 (x - π) : - 5 x + 5 π

= e^{- 5 x + 5 π} + x^{2} - 15

1^{1000000}

e^{x} (3 cos (2 x) + sin (2 x))

(z^{n} - e^{j θ}) (z^{n} - e^{- j θ})

\frac{3}{( 2 - z ) ^{2}}

(n - r)! (n + 1 - r)

What is expand e^{-5(x-pi)}+x^2-15 ?
The solution to expand e^{-5(x-pi)}+x^2-15 is e^{-5x+5pi}+x^2-15