What is factor xz+yz+x+y ?

The solution to factor xz+yz+x+y is (1+z)(x+y)

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factor xz+yz+x+y

factor

x z + yz + x + y

(1 + z) (x + y)

Solution steps

x z + yz + x + y

Factor out common term

x

= x (z + 1) + yz + y

Factor out common term

y

= x (1 + z) + y (z + 1)

Factor out common term

(1 + z)

= (1 + z) (x + y)

125 z^{18} - 8 k^{12} m^{6}

1 - 0.09 a^{2}

15 d^{2} e^{4} - 10 d^{3} e^{6} f

6 a c - 2 b d + 4 b c - 3 a d

lo g_{10} (a^{2} - b^{2})