Question

Compare the area of the square whose side is $5m$ with a rectangle whose length is $5m$ and width is $3m$.

Answer 1

Finding the area of square,

$$\begin{gathered} Areaofsquare={\left(side\right)}^2 \\ Areaofsquare=5^2=25m^2 \end{gathered}$$

Now, finding the area of rectangle

$$\begin{gathered} Areaofrec\tan gle=length\times breadth \\ Areaofrec\tan gle=5\times 3=15m^2 \end{gathered}$$

Hence, on comparing it is clear that the area of square is greater than the area of rectangle.