What is factor (-3)(t)^2+(20)(t)+(-6) ?

The solution to factor (-3)(t)^2+(20)(t)+(-6) is -3(t-(10+sqrt(82))/3)(t-(10-sqrt(82))/3)

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factor (-3)(t)^2+(20)(t)+(-6)

factor

(- 3) (t)^{2} + (20) (t) + (- 6)

- 3 (t - \frac{10 + 82}{3}) (t - \frac{10 - 82}{3})

Solution steps

(- 3) t^{2} + (20) (t) + (- 6)

Factor out common term

- 1

= - (- (- 1 \cdot 3) t^{2} - (1 \cdot 20) t - (- 1 \cdot 6))

Factor

- (- 1 \cdot 3) t^{2} - (1 \cdot 20) t - (- 1 \cdot 6) : - (- 1 \cdot 3) (t - \frac{10 + 82}{3}) (t - \frac{10 - 82}{3})

= - - (- 1 \cdot 3) (t - \frac{10 + 82}{3}) (t - \frac{10 - 82}{3})

Refine

= - 3 (t - \frac{10 + 82}{3}) (t - \frac{10 - 82}{3})

5 x - x^{7}

a^{3} b - 4 a^{2} b + a c - 4 c

(3 x - 2)^{3} - 125 x^{3}

sin (7 x + 7 y) + sin (7 x - 7 y)

9 x + (- 1)

What is factor (-3)(t)^2+(20)(t)+(-6) ?
The solution to factor (-3)(t)^2+(20)(t)+(-6) is -3(t-(10+sqrt(82))/3)(t-(10-sqrt(82))/3)