What is factor bx+cx+x+n+bn+cn ?

The solution to factor bx+cx+x+n+bn+cn is (n+x)(1+b+c)

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factor bx+cx+x+n+bn+cn

factor

b x + c x + x + n + bn + c n

(n + x) (1 + b + c)

Solution steps

b x + c x + x + n + bn + c n

Factor out common term

b

= b (x + n) + c x + x + n + c n

Rewrite as

= (n + x) b + c x + c n + 1 \cdot (n + x)

Factor out common term

(n + x)

= (n + x) (b + 1) + c x + c n

Factor out common term

c

= (n + x) (1 + b) + c (x + n)

Rewrite as

= (n + x) (1 + b) + (n + x) c

Factor out common term

(n + x)

= (n + x) (1 + b + c)

n x + n y + x + y

4 k m^{2} + 58 d a m^{2} + 20000 c m^{2}

x^{2} - \cdot (- 12)

- (\frac{3}{4})

in (e)

What is factor bx+cx+x+n+bn+cn ?
The solution to factor bx+cx+x+n+bn+cn is (n+x)(1+b+c)