What is 3p^2q*(-2)pq^2*(-p^3)q^2 ?

The solution to 3p^2q*(-2)pq^2*(-p^3)q^2 is 6p^6q^5

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simplify 3p^2q(-2)pq^2(-p^3)q^2

simplify

3 p^{2} q \cdot (- 2) p q^{2} \cdot (- p^{3}) q^{2}

6 p^{6} q^{5}

Solution steps

3 p^{2} q (- 2) p q^{2} (- p^{3}) q^{2}

Apply rule:

(- a) (- b) = ab

(- 2) (- p^{3}) = 2 p^{3}

= 3 p^{2} q \cdot 2 p^{3} p q^{2} q^{2}

Multiply the numbers:

3 \cdot 2 = 6

= 6 p^{2} q p^{3} p q^{2} q^{2}

Simplify

p^{2} p^{3} p : p^{6}

= 6 p^{6} q q^{2} q^{2}

Simplify

q q^{2} q^{2} : q^{5}

= 6 p^{6} q^{5}

(4 m^{2} - 7 mn + 3 n^{2}) (4 m^{2} - 7 mn + 3 n^{2})

(sin (x))^{2}

3 e^{- 2^{2}}

- (2)^{2}

What is 3p^2q*(-2)pq^2*(-p^3)q^2 ?
The solution to 3p^2q*(-2)pq^2*(-p^3)q^2 is 6p^6q^5