What is 12(9-6t)^2(-2-9t)^2(-5-4t) ?

The solution to 12(9-6t)^2(-2-9t)^2(-5-4t) is 12(-6t+9)^2(-9t-2)^2(-4t-5)

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simplify 12(9-6t)^2(-2-9t)^2(-5-4t)

simplify

12 (9 - 6 t)^{2} (- 2 - 9 t)^{2} (- 5 - 4 t)

12 (- 6 t + 9)^{2} (- 9 t - 2)^{2} (- 4 t - 5)

Solution steps

12 (9 - 6 t)^{2} (- 2 - 9 t)^{2} (- 5 - 4 t)

Apply exponent rule:

a^{m} b^{m} = (ab)^{m},

assuming

a \geq 0, b \geq 0

(- 6 t + 9)^{2} (- 9 t - 2)^{2} = ((- 6 t + 9) (- 9 t - 2))^{2}

= 12 ((- 6 t + 9) (- 9 t - 2))^{2} (- 4 t - 5)

((9 - 6 t) (- 2 - 9 t))^{2} = (9 - 6 t)^{2} (- 2 - 9 t)^{2}

= 12 (- 6 t + 9)^{2} (- 9 t - 2)^{2} (- 4 t - 5)

(e^{2 x})^{2 x}

(37.3 \cdot 1 0^{- 2}) \cdot (0.01 \cdot 1 0^{2})

c u a d r a d o (a^{m} + a^{n})^{2}

e^{- \frac{400}{100}}

What is 12(9-6t)^2(-2-9t)^2(-5-4t) ?
The solution to 12(9-6t)^2(-2-9t)^2(-5-4t) is 12(-6t+9)^2(-9t-2)^2(-4t-5)