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Find the area of a rectangle
whos perimeter is 47m and length
islom
Answers
Answered by
6
area of rectangle = l x b
perimeter = 47m and l = 10 m
2(l+b)=47m
2(10+b)=47m
20+2b=47m
2b=47-20m
2b=27m
b=27/2m
b=13.5 m
so area of rectangle ==> 13.5 x 10
==> 135
hope u got ur answer..........
Answered by
13
Correct Question :-
- Find the area of a rectangle whose perimeter is 47 metre and length is 15 m.
Given :-
- Perimeter of rectangle = 47 m
- Length of rectangle = 15 m
To Find :-
- Area of rectangle = ?
Answer :-
Let Length be 'l' and Breadth be 'b'.
→ Perimeter = 2(l + b)
→ 47 = 2(15 + b)
→ 47 = 30 + 2b
→ 47 - 30 = 2b
→ 2b = 47 - 30
→ 2b = 17
→ b = 17 ÷ 2
→ b = 8.5 m
Hence, Breadth of rectangle is 8.5 m.
- According to Question :
➻ Area of rectangle = Length × Breadth
➻ Area of rectangle = 15 × 8.5
➻ Area of rectangle = 127.5 m²
Therefore,
- Area of rectangle is 127.5 m²
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