What is factor 25x^2u+40x^2v+15yu+24yv ?

The solution to factor 25x^2u+40x^2v+15yu+24yv is (5u+8v)(5x^2+3y)

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factor 25x^2u+40x^2v+15yu+24yv

factor

25 x^{2} u + 40 x^{2} v + 15 y u + 24 y v

(5 u + 8 v) (5 x^{2} + 3 y)

Solution steps

25 x^{2} u + 40 x^{2} v + 15 y u + 24 y v

Factor

25 x^{2} u + 40 x^{2} v : 5 x^{2} (5 u + 8 v)

Factor

15 y u + 24 y v : 3 y (5 u + 8 v)

= 5 x^{2} (5 u + 8 v) + 3 y (5 u + 8 v)

Factor out common term

(5 u + 8 v)

= (5 u + 8 v) (5 x^{2} + 3 y)

(3^{2} 6^{4} 8^{3})^{2}

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

2.6 x^{2} + 2.5 x + (- 3.2)

x^{3} + π x x^{2}

lo g_{m + n} (m^{2} + n^{2} + 2 mn)

What is factor 25x^2u+40x^2v+15yu+24yv ?
The solution to factor 25x^2u+40x^2v+15yu+24yv is (5u+8v)(5x^2+3y)