What is factor xm+gm+xn+gn ?

The solution to factor xm+gm+xn+gn is (m+n)(x+g)

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factor xm+gm+xn+gn

factor

x m + g m + x n + g n

(m + n) (x + g)

Solution steps

x m + g m + x n + g n

Factor out common term

x

= x (m + n) + g m + g n

Factor out common term

g

= x (m + n) + g (m + n)

Factor out common term

(m + n)

= (m + n) (x + g)

e^{- k t - k A}

\frac{2 ^{100}}{2}

K I + P b (N O^{3}) 2

(x^{2} y^{2}) + (x^{2} y)

25 y^{2} 60 y + 36