The area of a square as of the same of a rectangle . if one side of square is 24 cm and breadth of the rectangle is 18 cm .
1) Area of the rectangle .
2) Length of the rectangle
3) Perimeter of the rectangle .
Please help me
Answers
★ Given:
The area of a square is equal to the area of a rectangle.
The length of one side of a square is 24 cm.
The breadth of the rectangle = 18 cm
★ To Find:
The area of the rectangle.
The length of the rectangle.
The perimeter of the rectangle.
★ Solution:
1) Area of the rectangle
We know that
area of the square = area of rectangle
Area of a square = a² where a is 24 cm.
Substituting the values:
24 x 24
= 576 cm²
So area of the rectangle is also the same - 576 cm².
2) Length of the rectangle
We know the breadth of the rectangle and its area.
Area of a rectangle = lb
Substituting the values in the formula:
l x 18 = 576
l = 576/18
l = 32 cm
So the length of the rectangle is 32 cm.
3) Perimeter of the rectangle
Perimeter of a rectangle = 2 (l + b)
= 2 x (32 + 18)
= 2 x 50
= 100 cm
So, the perimeter of the rectangle is 100 cm.
★ Final Answers:
→ Area of the rectangle is 576 cm².
→ Length of the rectangle is 32 cm.
→ Breadth of the rectangle is 100 cm.
Answer:
area of square=area of rectangle
find:-
- area of of rectangle
- length of rectangle
- perimeter of rectangle
➪➪first find the area of square which is equal to area of rectangle.
➪➪let's find out:-
➪➪using formula:-
➪➪area of square= (sides)²
➪➪sides is given that:- 24cm²
=24×24
= 576cm
★★hence, the area of square is 576cm²
✯✯and also area of rectangle is:-576cm²
☆☆now, find the length of rectangle
✫✫to find length we have to know what is the area:-
so, area
is 576cm²✫✫
➪➪let's find length of rectangle
= l×b= 576cm²
= l×18= 576
= l=576÷18
= l=32
➪➪hence length of rectangle is 32cm²
➪➪now find the perimeter of rectangle
✰✯✰using formula:-
= 2(l+b)
= 2(32+18)
= 2(50)
= 100cm²
➪hence perimeter of rectangle is 100cm²
- area of rectangle= 576cm²
- length of rectangle=32cm
- perimeter of rectangle=100cm²