Question

What is the cube root of -1000p^12q^3

Answer 1

The answer would be -10p64q^1 
since -10^3(p^4)^3 (q^1)^3 is -1000p^12q^3

Answer 2

Answer:

$(-10p^{4}q)$

Step-by-step explanation:

we have

$\sqrt[3]{-1000p^{12}q^{3}}$

we know that

$-1000p^{12}q^{3}=(-10)^{3} (p^{4})^{3}(q)^{3}=(-10p^{4}q)^{3}$

substitute in the expression

$\sqrt[3]{-1000p^{12}q^{3}}=\sqrt[3]{(-10p^{4}q)^{3}}=(-10p^{4}q)$