What is factor (-x-y)/(x^2-xy) ?

The solution to factor (-x-y)/(x^2-xy) is (-x-y)/(x(x-y))

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factor (-x-y)/(x^2-xy)

factor

\frac{- x - y}{x ^{2} - x y}

\frac{- x - y}{x ( x - y )}

Solution steps

\frac{- x - y}{x ^{2} - x y}

Factor

x^{2} - x y : x (x - y)

= \frac{- x - y}{x ( x - y )}

\frac{x ^{2} - 1}{x}

A (- 2.2)

e^{14} - e^{7}

ab cy - b^{2} d y - a c d x + b d^{2} x

2^{5} - 5 0^{3}

What is factor (-x-y)/(x^2-xy) ?
The solution to factor (-x-y)/(x^2-xy) is (-x-y)/(x(x-y))