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A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?
- a)800
- b)1000
- c)1200
- d)1600
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
A rectangular garden is 30 meter long and 20 meter broad. It has 6 met...
Required area = 42*32 – 18*8 = 1200
Most Upvoted Answer
A rectangular garden is 30 meter long and 20 meter broad. It has 6 met...
To find the total area of the pavements, we need to calculate the area of the outer pavement and subtract the area of the inner pavement.
Given:
Length of the rectangular garden = 30 meters
Breadth of the rectangular garden = 20 meters
Width of the pavement = 6 meters
Finding the area of the outer pavement:
To find the area of the outer pavement, we need to add the width of the pavement to the length and breadth of the garden.
Length of the garden including pavement = 30 meters + 2 * 6 meters (since there are pavements on both sides)
= 30 meters + 12 meters
= 42 meters
Breadth of the garden including pavement = 20 meters + 2 * 6 meters
= 20 meters + 12 meters
= 32 meters
Area of the outer pavement = Length of the garden including pavement * Breadth of the garden including pavement
= 42 meters * 32 meters
= 1344 square meters
Finding the area of the inner pavement:
To find the area of the inner pavement, we need to subtract the width of the pavement from the length and breadth of the garden.
Length of the garden excluding pavement = 30 meters - 2 * 6 meters
= 30 meters - 12 meters
= 18 meters
Breadth of the garden excluding pavement = 20 meters - 2 * 6 meters
= 20 meters - 12 meters
= 8 meters
Area of the inner pavement = Length of the garden excluding pavement * Breadth of the garden excluding pavement
= 18 meters * 8 meters
= 144 square meters
Finding the total area of the pavements:
Total area of the pavements = Area of the outer pavement - Area of the inner pavement
= 1344 square meters - 144 square meters
= 1200 square meters
Therefore, the total area of the pavements is 1200 square meters, which is represented by option 'C'.
Given:
Length of the rectangular garden = 30 meters
Breadth of the rectangular garden = 20 meters
Width of the pavement = 6 meters
Finding the area of the outer pavement:
To find the area of the outer pavement, we need to add the width of the pavement to the length and breadth of the garden.
Length of the garden including pavement = 30 meters + 2 * 6 meters (since there are pavements on both sides)
= 30 meters + 12 meters
= 42 meters
Breadth of the garden including pavement = 20 meters + 2 * 6 meters
= 20 meters + 12 meters
= 32 meters
Area of the outer pavement = Length of the garden including pavement * Breadth of the garden including pavement
= 42 meters * 32 meters
= 1344 square meters
Finding the area of the inner pavement:
To find the area of the inner pavement, we need to subtract the width of the pavement from the length and breadth of the garden.
Length of the garden excluding pavement = 30 meters - 2 * 6 meters
= 30 meters - 12 meters
= 18 meters
Breadth of the garden excluding pavement = 20 meters - 2 * 6 meters
= 20 meters - 12 meters
= 8 meters
Area of the inner pavement = Length of the garden excluding pavement * Breadth of the garden excluding pavement
= 18 meters * 8 meters
= 144 square meters
Finding the total area of the pavements:
Total area of the pavements = Area of the outer pavement - Area of the inner pavement
= 1344 square meters - 144 square meters
= 1200 square meters
Therefore, the total area of the pavements is 1200 square meters, which is represented by option 'C'.
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Question Description
A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer? for Quant 2025 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer?.
A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer? for Quant 2025 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A rectangular garden is 30 meter long and 20 meter broad. It has 6 meter wide pavements all around it both on its inside and outside. Find the total area of pavements?a)800b)1000c)1200d)1600Correct answer is option 'C'. Can you explain this answer?.
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