What is factor a^{m+4}*b^{2n+3}-3a^{m+1}*b^{n+2} ?

The solution to factor a^{m+4}*b^{2n+3}-3a^{m+1}*b^{n+2} is a^{m+1}b^{n+2}(a^3b^{n+1}-3)

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factor a^{m+4}b^{2n+3}-3a^{m+1}b^{n+2}

factor

a^{m + 4} \cdot b^{2 n + 3} - 3 a^{m + 1} \cdot b^{n + 2}

a^{m + 1} b^{n + 2} (a^{3} b^{n + 1} - 3)

Solution steps

a^{m + 4} b^{2 n + 3} - 3 a^{m + 1} b^{n + 2}

Factor out common term

a^{m + 1} : a^{m + 1} (a^{3} b^{2 n + 3} - 3 b^{n + 2})

= a^{m + 1} (a^{3} b^{2 n + 3} - 3 b^{n + 2})

Factor

a^{3} b^{2 n + 3} - 3 b^{n + 2} : b^{n + 2} (a^{3} b^{n + 1} - 3)

= a^{m + 1} b^{n + 2} (a^{3} b^{n + 1} - 3)

- 16 > \frac{x}{2}

28 a^{2} b - 63 b

2 v - 11 + 2 = 5

\frac{1}{3} + \frac{5}{3}

\frac{\frac{7 π}{4}}{2}

What is factor a^{m+4}*b^{2n+3}-3a^{m+1}*b^{n+2} ?
The solution to factor a^{m+4}*b^{2n+3}-3a^{m+1}*b^{n+2} is a^{m+1}b^{n+2}(a^3b^{n+1}-3)