What is factor 4y^4a+12y^2a+10y^2a+30 ?

The solution to factor 4y^4a+12y^2a+10y^2a+30 is 2(2ay^4+11ay^2+15)

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factor 4y^4a+12y^2a+10y^2a+30

factor

4 y^{4} a + 12 y^{2} a + 10 y^{2} a + 30

2 (2 a y^{4} + 11 a y^{2} + 15)

Solution steps

4 y^{4} a + 12 y^{2} a + 10 y^{2} a + 30

Add similar elements:

12 y^{2} a + 10 y^{2} a = 22 y^{2} a

= 4 y^{4} a + 22 y^{2} a + 30

Factor out common term

2 : 2 (2 y^{4} a + 11 y^{2} a + 15)

= 2 (2 y^{4} a + 11 y^{2} a + 15)

= 2 (2 a y^{4} + 11 a y^{2} + 15)

\frac{c ^{2} - 5 c}{c ^{2} - 12 c + 36} - \frac{6}{c ^{2} - 12 c + 36}

\frac{- 7}{9} + \frac{- 11}{5}

a^{2} - b^{2} - a + b + (a + b - 1)^{2}

x + 3 x + (3 x + 1) = 108

x + 2 \geq 8

What is factor 4y^4a+12y^2a+10y^2a+30 ?
The solution to factor 4y^4a+12y^2a+10y^2a+30 is 2(2ay^4+11ay^2+15)