Five square flower beds each of sides 2 m are dug on a piece of land 8 m long and 4 m
wide. What is the area of the remaining part of the land?
Answers
Question:
Five square flower beds each of sides 2 m are dug on a piece of land 8 m long and 4 m wide. What is the area of the remaining part of the land?
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Given :
- Side of square flower bed = 2m
- Length of the land = 8m
- Breadth of land = 4m
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To find:
- Area of remaining part of land.
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Let's understand :
- In this question firstly we need to find the area of land then the area of one square flower bed then multiple it by 5. Now, we have area of 5 flower beds. So, to find the area of remaining part of land we will subtract area of 5 flower beds from area of complete land.
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Solution:
Area of complete land :
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Now, Area of 5 square flower beds :
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Area of remaining part of land = Area of complete land - Area of 5 square flower beds.
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SOLUTION:
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ANSWER:
- Area of remaining part of land = 12m²
TO FIND:
- The area of the remaining part of the land?
GIVEN:
- Five square flower beds each of side = 2m
- Length of the land = 8m
- Breadth of the land = 4m.
SOLUTION:
Let the area of the remaining part of the land be x.
FORMULAE TO FIND:
FORMULAE 1 = Area = length × breadth
FORMULAE 2 = Area = 5 × ( side ) ²
SOLVING BY APPLYING THE FORMULA:
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Now,
Let's find area of the land.
APPLY THE FORMULA 1 :
=> Area = 8 × 4
- Multiply this.
=> Area = 32 m²
Now,
Let's find Area of 5 square flower beds.
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APPLY THE FORMULA 2 :
=> Area = 5 × (2)²
- Remove the brackets.
=> Area = 5 × 4
- Multiply this.
=> Area = 20m².
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Atlast,
- Area of remaining land = Area of complete land - Area of 5 flower bed.
=> Area = 32 - 20
- Subtract.
=> Area = 12m².