What is factor-t^4+44t^3-612t^2+2592t ?

The solution to factor-t^4+44t^3-612t^2+2592t is -t(t-8)(t-18)^2

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factor-t^4+44t^3-612t^2+2592t

factor

- t^{4} + 44 t^{3} - 612 t^{2} + 2592 t

- t (t - 8) (t - 18)^{2}

Solution steps

- t^{4} + 44 t^{3} - 612 t^{2} + 2592 t

Factor out

- 1 : - (t^{4} - 44 t^{3} + 612 t^{2} - 2592 t)

= - (t^{4} - 44 t^{3} + 612 t^{2} - 2592 t)

Factor

t^{4} - 44 t^{3} + 612 t^{2} - 2592 t : t (t - 8) (t - 18) (t - 18)

= - t (t - 8) (t - 18) (t - 18)

Apply exponent rule:

aa = a^{2}

(t - 18) (t - 18) = (t - 18)^{2}

= - t (t - 8) (t - 18)^{2}

8 x + 1 = \frac{3 x + 1}{5}

7 y^{2} + 17 y + 10

1 1^{2} + x^{2} = 1 5^{2}

13 \cdot 2

e^{l n (π)}

What is factor-t^4+44t^3-612t^2+2592t ?
The solution to factor-t^4+44t^3-612t^2+2592t is -t(t-8)(t-18)^2