For x- 2 - if -4-xx ex4-xdx-2- then -4-xx xe4-xdx is equal to

∫_4 x^x e^x(4 x)dx=2 let x=4 t then dx= dt and if x=x, t=4 x if x=4 x, t=x ∴>I=∫_x^4 xe^4 tt( dt) =∫_4 x^xe^4 tt dt=2 replac ...

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Property 1

For x≠ 2 , ...

Question

For $x \neq 2$ , if $\int_{4 - x}^{x} e^{x} (4 - x) d x = 2$ , then $\int_{4 - x}^{x} x e^{(4 - x)} d x$ is equal to

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