Question

the side of a square plot is 82 parts of 4 metre with along the sides of the square are constructed in the middle of the plot determine the area of the path ​

Answer 1

Answer:

The area of the path is 1248 m^2

Step-by-step explanation:

Plotting all information, we have :

S(sq1)=82 m

S(sq2)=82-4-4=74 cm

A(Path)=A(sq1) - A(sq2)

A(square)=s^2

A(Path)=82^2-74^2

Using identity a^2-b^2=(a+b)*(a-b)

A(Path)=(82+74)*(82-74)

A(Path)=156*8

A(Path)=1248 m^2

Note :

sq1 is the inner square.

sq2 is the outer square.

S(x)=Side of x

A(x)=Area of x

In sq2, the 4 is subtracted twice as the length is subtracted from both the sides.