Question

A park is rectangular in shape. Its length is 500 m and breadth is 300 m. Five square flower bed of size 50 m are dug. Find the remaining area of the park.​

Answer 1

Answer:

Hey there!!!

Let l and b be the length and breadth of the rectangular shape field or anything

Given that ,

l = 500

b = 300

Area = 300×500 =150000 m^2

Area of square = 50 ×50 ×5

= 2500×5

= 12500 m^2

Area of remaining part = 150000-12500

= 137500m^2

Hope this helps u !! can u mark me brainliest pls

Step-by-step explanation:

Answer 2

Answer

Area of the remaining park = 137500 m²

$\rule{150}2$

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

• A park in the shape of a rectangle.
• Length of rectangular park is 500 m.
• Breadth of rectangular park is 300 m.
• Five square flower bed of size 50 m are dig.

$\underline{\underline{\sf{\red{Find:}}}}$

• Remaining area of the park.

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

We have given dimensions of rectangular park i.e. 500 m and 300 m.

We know that -

$\underline{\boxed{\rm{\green{\bold{Area\:of\:rectangle\:=\:length\:\times\:breadth}}}}}$

Put the known values in the above formula. So, that we can find the area of the rectangular park.

=> $\sf{500\:\times\:300\:m^2}$

=> $\sf{\bold{150000\:m^2}}$ ....(1)

Similarly,

We have also given that, five square flower bed of size 50 m are dug.

$\underline{\boxed{\sf{\green{\bold{Area\:of\:square\:=\:(side)^2}}}}}$

Put the known values above.

=> $\sf{(50)^2}$

=> $\sf{2500}$

For five flower beds -

To find the area of five flower beds. Multiply the area of square with five.

i.e.

=> $\sf{5\:\times\:2500}$

=> $\sf{\bold{12500\:m^2}}$ ....(2)

Now,

Remaining area of the park = Area of rectangular park - Area of five flower beds.

From above calculations we have -

• Area of the rectangular park = 150000 m²
• Area of 5 flower beds = 12500 m²

Substitute these values above.

=> $\sf{(150000\:-\:12500)m^2}$

=> $\sf{\bold{137500\:m^2}}$

•°• Remaining area of the park is 137500 m².