What is factor 2mx^4+3nx^4+10m+15n ?

The solution to factor 2mx^4+3nx^4+10m+15n is (x^4+5)(2m+3n)

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factor 2mx^4+3nx^4+10m+15n

factor

2 m x^{4} + 3 n x^{4} + 10 m + 15 n

(x^{4} + 5) (2 m + 3 n)

Solution steps

2 m x^{4} + 3 n x^{4} + 10 m + 15 n

Rewrite as

= 2 m x^{4} + 3 n x^{4} + 5 \cdot 2 m + 15 n

Factor out common term

2 m

= 2 m (x^{4} + 5) + 3 n x^{4} + 15 n

Rewrite as

= 2 m (x^{4} + 5) + 3 n x^{4} + 5 \cdot 3 n

Factor out common term

3 n

= 2 m (x^{4} + 5) + 3 n (x^{4} + 5)

Factor out common term

(x^{4} + 5)

= (x^{4} + 5) (2 m + 3 n)

e^{2 x} - 1

14 m p + 14 m q - 9 n p - 9 n q

[0]

[4]

2 x^{213} x^{15}

What is factor 2mx^4+3nx^4+10m+15n ?
The solution to factor 2mx^4+3nx^4+10m+15n is (x^4+5)(2m+3n)