Question

The area of a square Park is the same as of a rectangular Park. If the side of the square park is 60 m and the length of the rectangular Park is 90 m, find the Breadth of the Rectangular Park. Also find the area of the square park and rectangular Park.​

Answer 1

Answer:

m let the breath of the rectangular Park be "b" area of rectangular Park = l x b but given area of rectangular Park = area of square park = 90 x b = 3600 = b = 3600/90 = 40 hence breath of the rectangular Park is 40 m.

Answer 2

$\huge{\mathcal{\underline\green{Question}}}$

The area of a square Park is the same as of a rectangular Park. If the side of the square park is 60 m and the length of the rectangular Park is 90 m, find the Breadth of the Rectangular Park. Also find the area of the square park and rectangular Park.

$\huge{\underline{\mathtt{\red{A} \pink{N} \green{S} \blue{W} \purple{E} \orange{R}}}}$

$\huge\boxed{\blue{Given :}}$

➣ Area of Square Park = Area of Rectangular Park

➣ Side of the Square Park = 60 m

➣ Length of the Rectangular Park = 90 m

$\huge\boxed{\red{To \: Find :}}$

➣ Breadth of the Rectangular Park

➣ Area of the Square Park and Rectangular Park

$\huge\boxed{\pink {Solution :}}$

➪ Area of Square = (side)²

⇒ Area = (60)²

⇒ Area = 3600 m²

➣ Area of Square Park = 3600 m²

➦ It is given in the Question that the Area of Square Park is equal to the Area of Rectangular Park.

So, the Area of Rectangular Park = 3600 m²

➣ Side of the square Park = 60 m

➣ Length of the Square Park = 90 m

➣ Area of Square Park = Area of Rectangular Park = 3600 m²

➪ Area of Rectangular Park = Length × Breadth

$⇒breadth \: = \frac{area}{length}$

$⇒ \: breadth \: = \: \cancel\frac{3600}{90}$

⇒ Breadth = 40 m

⇒ Breadth = 40 m

➦ The Breadth of the Rectangular Park is 40 m and the area of the Square Park and Rectangular Park is 3600 m²..