What is factor (5t-8)^2-17(5t-8)+72 ?

The solution to factor (5t-8)^2-17(5t-8)+72 is (5t-16)(5t-17)

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factor (5t-8)^2-17(5t-8)+72

factor

(5 t - 8)^{2} - 17 (5 t - 8) + 72

(5 t - 16) (5 t - 17)

Solution steps

(5 t - 8)^{2} - 17 (5 t - 8) + 72

Expand

(5 t - 8)^{2} - 17 (5 t - 8) + 72 : 25 t^{2} - 165 t + 272

= 25 t^{2} - 165 t + 272

Factor

25 t^{2} - 165 t + 272 : (5 t - 16) (5 t - 17)

= (5 t - 16) (5 t - 17)

\cdot (- 9122)

(- 7) (2)

5 b + 5 c + ab + a c

- sin^{2} (x) + 2 sin (x) + 3

\frac{2 z + 1}{z ^{2} - i z + 6}

What is factor (5t-8)^2-17(5t-8)+72 ?
The solution to factor (5t-8)^2-17(5t-8)+72 is (5t-16)(5t-17)