Question

Find the value of $mn\times np\times mp\times mnp$

• A. $m^2{n}^2{p}^2$
• B. $mnp$
• C. $m^3{n}^3{p}^3$
• D. 1

Answer 1

Answer: (C)

$m^3{n}^3{p}^3$

We know $a^n\times a^m=a^{(m+n)}]$

Hence $mn\times np\times pm\times mnp$ $=m^{(1+1+1)}\times n^{(1+1+1)}\times p^{(1+1+1)}$

$=m^3{n}^3{p}^3$