The length of a rectangular field is thrice its breadth if the area of the field is 432 square meters find the breadth and length of the field
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Let the breadth be x
Length=thrice the breadth=3x
Given area=432m²
Area=Length×Breadth
=>x×3x=432
=>3x²=432
=>x²=432/3
=>x²=144
=>x=√12
Breadth of rectangle=12m
Length=3x=3×12=36m
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Answered by
49
Given :-
- The length of a rectangular field is thrice its breadth if the area of the field is 432 square meters
To find :-
- Breadth and length of rectangular field.
Solution :-
- Area of rectangular field = 432 m²
As we know that
- Area of rectangle = l × b
Where " l " is length and " b " is breadth of rectangle.
- According to question
Let the breadth be x then its length be 3x
→ Area of rectangular field = 432 m²
→ l × b = 432
→ 3x × x = 432
→ 3x² = 432
→ x² = 432/3
→ x² = 144
→ x = √144
→ x = ± 12 m
- Length and breadth never in negative
Hence,
- Length of rectangular field = 3x = 36 m
- Breadth of rectangular field = x = 12 m
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