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Popular >

expand e(xe^{x+y}+1)

Solution

expand

e (x e^{x + y} + 1)

Solution

e^{1 + x + y} x + e

Solution steps

e (x e^{x + y} + 1)

= e (e^{x + y} x + 1)

Apply the distributive law:

a (b + c) = ab + a c

a = e, b = x e^{x + y}, c = 1

= e x e^{x + y} + e 1

= e e^{x + y} x + 1 e

Simplify

e e^{x + y} x + 1 e : e^{1 + x + y} x + e

= e^{1 + x + y} x + e

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Frequently Asked Questions (FAQ)

What is expand e(xe^{x+y}+1) ?
The solution to expand e(xe^{x+y}+1) is e^{1+x+y}x+e