Question

the area of a square plot of land is 532.6864 square meters. find the length of each side​

Answer 1

Step-by-step explanation:

GIVEN,.

THE area of square plot land=532.6864

4*side=532.6864

S=532.6864

S=532.6864/4

S=133.1716m

hope this helps you

Answer 2

$\sf\large\underline{Given:}$

• $\rm{The\: Area\:of\: square\:of\:land=532.6864\:m^2}$

$\sf\large\underline{To\: Find:}$

• $\rm{The\: length\:of\: each\: sides\:of\:land=?}$

$\sf\large\underline{Solution:}$

• To calculate the length of each sides of square we have to apply the formula of area of square by applying it we get the required answer]

$\sf\large\underline{As\:we\: know\:that:}$

$\rm{\implies Area\:_{square}=side^2}$

$\rm{\implies Side^2=532.6864}$

$\rm{\implies Side=\sqrt{532.6864}}$

$\rm{\implies Side=23.08}$

$\sf\large{Hence,}$

$\rm{\implies The\: length\:of\: each\: side\:of\:land=23.08m}$

$\sf\large\underline{Some\: extra\: information\: about\:\square:}$

A square is a regular quardrilateral. It has four equal sides. It has four vertex.It has four internal angles which is equal to 90°

$\sf\large\underline{Some\: Formula\: related\: square}$

$\rm{\implies Perimeter\:_{square}=4\times\:side}$

$\rm{\implies Area\:_{square}=S^2}$

$\rm{\implies Diagonal\:_{square}=\sqrt{2}\times\:s}$

$\rm{\implies Side\:_{square}=\dfrac{Perimeter}{4}}$