Question

Given that, $512=8^3$ and $3.375={1.5}^3$, find the value of $\sqrt[3]{3512}\times \sqrt[3]{33.375}$

• A. $12$
• B. $9.5$
• C. $8$
• D. $1.5$

Answer 1

The correct option is A $12$

Value of $\sqrt[3]{3512}\times \sqrt[3]{33.375}$ is:

$\sqrt[3]{3512}\times \sqrt[3]{33.375}$

$=\sqrt[3]{38^3}\times \sqrt[3]{3(1.5{)}^3}=8\times 1.5=12.$

Hence, option $A$ is correct.