The area of a square field is 576 m2. Find(i) the length of its sides.(ii) its Perimeter.(iii) cost of fixing a fence along the boundary of the field at the rate of Rs.3.20 per meter. PLs can u guys answer it fast i need help..
Answers
Answered by
8
Answer:
- 24 metres.
- 96metres.
- ₹307
Explanation :
Area of the field is 576m²
Solving (i) :
The field is square shaped.
We know that,
Area of a square is : (each side)²
Or,
→ 576 = (each side)²
→ √576 = each side
→ 24 = each side
Hence, each side of the field is 24m.
Solving (ii) :
Perimeter of a square is : 4 × each side
→ 4 × 24
→ 96m.
Hence, the perimeter of the field is 96metres.
Solving (iii) :
Cost of fencing is :
→ perimeter of the field × rate of fencing
Where,
rate is ₹3.20 per metre.
So,
→ 96 × 3.20
→ 307.2
→ ₹307 ( approx. )
Cost of fencing is ₹307 (approx.)
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Answered by
2
Question -
- The area of a square field is 576 sq. m. Find (i) the length of its sides. (ii) its Perimeter. (iii) Cost of fixing a fence along the boundary of the field at the rate of Rs.3.20 per meter.
Answer
Given -
- The area of a square field is 576 sq. m.
To Find
- (i) The length of its sides.
- (ii) Its Perimeter.
- (iii) Cost of fixing a fence along the boundary of the field at the rate of Rs.3.20 per meter.
Formula Used -
Solution -
- According to statement,
Now,
- Perimeter of square is given by
Now,
So,
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