What is factor e^{xy}x+e^{xy}y ?

The solution to factor e^{xy}x+e^{xy}y is e^{xy}(x+y)

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factor e^{xy}x+e^{xy}y

factor

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

e^{x y} (x + y)

Solution steps

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

Factor out common term

e^{x y}

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

a^{7} b^{7} - x^{7}

(cos (4 x + 1))^{2}

64 y x^{2} - 81 y + 64 z x^{2} - 81 z

u + a u - v - a v - w - a w

1 - 12 x + 3 6^{2}

What is factor e^{xy}x+e^{xy}y ?
The solution to factor e^{xy}x+e^{xy}y is e^{xy}(x+y)