What is factor x^{2n-4}-y^{4n-12} ?

The solution to factor x^{2n-4}-y^{4n-12} is x^{2(n-2)}-y^{4(n-3)}

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factor x^{2n-4}-y^{4n-12}

factor

x^{2 n - 4} - y^{4 n - 12}

x^{2 (n - 2)} - y^{4 (n - 3)}

Solution steps

x^{2 n - 4} - y^{4 n - 12}

Factor

2 n - 4 : 2 (n - 2)

= x^{2 (n - 2)} - y^{4 n - 12}

Factor

4 n - 12 : 4 (n - 3)

= x^{2 (n - 2)} - y^{4 (n - 3)}

(a + b) + (b^{'} c)

\frac{2}{x ^{2} + 10 x + 24}

f (x) = 2 x + 7

- 24

\frac{x ^{5} - 32}{x - 2}

What is factor x^{2n-4}-y^{4n-12} ?
The solution to factor x^{2n-4}-y^{4n-12} is x^{2(n-2)}-y^{4(n-3)}