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xy-4y+x^2-4x
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you know whats factor by grouping ?
this the answer right.... x(y+x)-4(y+x)
thats first step! and its correct :) now factor out (y+x) from those 2 terms, what do u get ?
x-4(y+x)
i meant to factor out y+x because it is common from both terms from first term, 'x' remains, and from 2nd term, '-4' remains now that is correct, but do not forget to put brackets! \(\large (x-4)(y+x)\) :)
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ok got it
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