What is factor 5e^4+25e^3-120e^2 ?

The solution to factor 5e^4+25e^3-120e^2 is 5e^2(e-3)(e+8)

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factor 5e^4+25e^3-120e^2

factor

5 e^{4} + 25 e^{3} - 120 e^{2}

5 e^{2} (e - 3) (e + 8)

Solution steps

5 e^{4} + 25 e^{3} - 120 e^{2}

Factor out common term

5 e^{2} : 5 e^{2} (e^{2} + 5 e - 24)

= 5 e^{2} (e^{2} + 5 e - 24)

Factor

e^{2} + 5 e - 24 : (e - 3) (e + 8)

= 5 e^{2} (e - 3) (e + 8)

x (2 t)

6 ab - 49 n - 42 a + 7 nb

5 pq + 5 p r - q - r

\frac{d ^{2}}{d x ^{2}} ((y) (x))

21 a c + 28 a + 3 b^{2} c + 4 b^{2}

What is factor 5e^4+25e^3-120e^2 ?
The solution to factor 5e^4+25e^3-120e^2 is 5e^2(e-3)(e+8)