Question

is the area of the square is equal to its perimeter give reason

Answer 1

No, it is not possible......but may can be in some conditions

So. 
                    REASON,

By example

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Let 

side of square = s

Now, 

area of square = $side^{2}$  = $s^{2}$
 
perimeter of square = 4*side = 4side


Now,

ATQ,

4side  should equal to $s^{2}$

side should equal to $\frac{s^{2} }{4}$

side should equal to $\frac{ s^{2} }{ 2^{2} }$

side should should equal to ($( \frac{s}{2} )^{2}$


$\sqrt{side}$ should equal to s/2


then 

2$\sqrt{side}$ should equal to s(side)



but this 


2$\sqrt{side} \neq side$


hence,it is impossible.....i think

i hope this will help you


-by ABHAY