Factor, Write Prime If Prime

Factor, write prime if prime

 

Answer:

3n³−12n²−30n

= 3n(n²−4n−10)

9m² - 4n + 12

= PRIME

2x³−3x²+5x

= x(2x²−3x+5)

13m + 26m² - 39m³

−39m³ + 26m² + 13m

= 13m(−3m−1)(m−1)

17x² + 34x + 51

= 17(x²+2x+3)

18m^{2} n^{4} -12m^{2} n^{3} +24m^{2} n^{2}

= 6m²n²(3n²−2n+4)


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