What is factor 324l^6m^2-64l^2m^6 ?

The solution to factor 324l^6m^2-64l^2m^6 is 4l^2m^2(9l^2+4m^2)(3l+2m)(3l-2m)

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factor 324l^6m^2-64l^2m^6

factor

324 l^{6} m^{2} - 64 l^{2} m^{6}

4 l^{2} m^{2} (9 l^{2} + 4 m^{2}) (3 l + 2 m) (3 l - 2 m)

Solution steps

324 l^{6} m^{2} - 64 l^{2} m^{6}

Factor out common term

4 l^{2} m^{2} : 4 l^{2} m^{2} (81 l^{4} - 16 m^{4})

= 4 l^{2} m^{2} (81 l^{4} - 16 m^{4})

Factor

81 l^{4} - 16 m^{4} : (9 l^{2} + 4 m^{2}) (3 l + 2 m) (3 l - 2 m)

= 4 l^{2} m^{2} (9 l^{2} + 4 m^{2}) (3 l + 2 m) (3 l - 2 m)

\frac{11 - ( - 4 ) ( x - 11 )}{4}

1 + 128 (x^{1})^{4}

(- 1) \cdot (- 1)^{n}

2 x^{32} x^{2}

12 x y^{2} - 9 x y - 28 y + 21

What is factor 324l^6m^2-64l^2m^6 ?
The solution to factor 324l^6m^2-64l^2m^6 is 4l^2m^2(9l^2+4m^2)(3l+2m)(3l-2m)