What is factor 25a^{12}-100a^4b^{10} ?

The solution to factor 25a^{12}-100a^4b^{10} is 25a^4(a^4+2b^5)(a^4-2b^5)

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factor 25a^{12}-100a^4b^{10}

factor

25 a^{12} - 100 a^{4} b^{10}

25 a^{4} (a^{4} + 2 b^{5}) (a^{4} - 2 b^{5})

Solution steps

25 a^{12} - 100 a^{4} b^{10}

Factor out common term

25 a^{4} : 25 a^{4} (a^{8} - 4 b^{10})

= 25 a^{4} (a^{8} - 4 b^{10})

Factor

a^{8} - 4 b^{10} : (a^{4} + 2 b^{5}) (a^{4} - 2 b^{5})

= 25 a^{4} (a^{4} + 2 b^{5}) (a^{4} - 2 b^{5})

\frac{44}{7}

\frac{10 y}{2 ( y ^{3} ) ^{2}}

11 + (- 2)

16 x^{13}

- 7.5 m - (7 n - 2.6)

What is factor 25a^{12}-100a^4b^{10} ?
The solution to factor 25a^{12}-100a^4b^{10} is 25a^4(a^4+2b^5)(a^4-2b^5)