Question

find the area of square plot of land whose each side is
$\frac{31}{6}$
​

Answer 1

Answer:

Area of square plot = side*side

=31/6*31/6

=961/36

write the square of unit after the answer.

Answer 2

$\pink{\huge{\boxed{\sf{Given:}}}}$

Side of a square plot of land = $\red{\sf{\frac{31}{6} }}$

$\pink{\huge{\boxed{\sf{To\:\:be\:\:found:}}}}$

Area of the square plot.

$\underline{\bf Formula}$

For finding the area of square = $\green{\boxed{\boxed{(side)^{2} }}}$.

Now,

Area of the given square plot of land is

= (side)²

$\pink{ = \bf \bigg( \dfrac{31}{6} \bigg) ^{2} }$

$\pink{ = \bf \dfrac{(31)^{2}}{(6)^{2}} }$

$\pink{ = \bf \dfrac{961}{36} }$

= 26.69 unit sq.