What is factor a^{2n}-3a^n+a^nb-3b ?

The solution to factor a^{2n}-3a^n+a^nb-3b is (a^n-3)(a^n+b)

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factor a^{2n}-3a^n+a^nb-3b

factor

a^{2 n} - 3 a^{n} + a^{n} b - 3 b

(a^{n} - 3) (a^{n} + b)

Solution steps

a^{2 n} - 3 a^{n} + a^{n} b - 3 b

Factor

a^{2 n} - 3 a^{n} : a^{n} (a^{n} - 3)

Factor

a^{n} b - 3 b : b (a^{n} - 3)

= a^{n} (a^{n} - 3) + b (a^{n} - 3)

Factor out common term

(a^{n} - 3)

= (a^{n} - 3) (a^{n} + b)

75 + (- 5)

(8 x) - sin (2 x)

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m^{(2)} + 4 m + 16

\frac{d}{d y} ((x) (8 x^{3}))

What is factor a^{2n}-3a^n+a^nb-3b ?
The solution to factor a^{2n}-3a^n+a^nb-3b is (a^n-3)(a^n+b)