Question

Find the value of $m^3{n}^2$ if :

$m:$ Number of lines of symmetry of square

$n:$ Number of lines of symmetry of regular hexagon

• A. $2304$
• B. $1728$
• C. $1729$
• D. $2804$

Answer 1

The correct option is A $2304$

Number of lines of symmetry in a regular polygon is equal to number of sides of the polygon.

So, number of lines of symmetry of regular square $\left(m\right)$ = 4

and number of lines of symmetry of regular hexagon $\left(n\right)$ = 6


$\therefore m^3{n}^2=4^3\times 6^2=2304$