What is factor 4sin^2(y)+11sin(y)-3 ?

The solution to factor 4sin^2(y)+11sin(y)-3 is (4sin(y)-1)(sin(y)+3)

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factor 4sin^2(y)+11sin(y)-3

factor

4 sin^{2} (y) + 11 sin (y) - 3

(4 sin (y) - 1) (sin (y) + 3)

Solution steps

4 sin^{2} (y) + 11 sin (y) - 3

Break the expression into groups

= (4 sin^{2} (y) - sin (y)) + (12 sin (y) - 3)

Factor out

sin (y)

from

4 sin^{2} (y) - sin (y) : sin (y) (4 sin (y) - 1)

Factor out

3

from

12 sin (y) - 3 : 3 (4 sin (y) - 1)

= sin (y) (4 sin (y) - 1) + 3 (4 sin (y) - 1)

Factor out common term

4 sin (y) - 1

= (4 sin (y) - 1) (sin (y) + 3)

2 x y + y e^{y}

\frac{1 - e ^{3}}{e ^{4}}

3 x + 6 x

4 y^{2} (5 y^{7})

12 (x + y)^{2} + 7 (x + y) - 12

What is factor 4sin^2(y)+11sin(y)-3 ?
The solution to factor 4sin^2(y)+11sin(y)-3 is (4sin(y)-1)(sin(y)+3)