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Ratio of width of the car parking area required at kerb for 30° parking relative to 60° parking approximately _____.
- a)0.8
- b)0.7
- c)2.0
- d)0.5
Correct answer is option 'A'. Can you explain this answer?
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Ratio of width of the car parking area required at kerb for 30° pa...
Kerb Parking or Street Parking
In this type of parking, vehicles are parked on the kerb which is designed for parking.
Angle parking accommodates more vehicles per unit length.
Maximum vehicles can be parked at an angle of 90°.
Generally used angle parking is 30°, 45°, 60°, 90°.
As per IRC, the standard dimensions of a
Car = 5 m × 2.5 m
Truck = 3.75 m × 7.5 m
Calculation:
In this type of parking, vehicles are parked on the kerb which is designed for parking.
Angle parking accommodates more vehicles per unit length.
Maximum vehicles can be parked at an angle of 90°.
Generally used angle parking is 30°, 45°, 60°, 90°.
As per IRC, the standard dimensions of a
Car = 5 m × 2.5 m
Truck = 3.75 m × 7.5 m
Calculation:
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Ratio of width of the car parking area required at kerb for 30° pa...
The ratio of the width of the car parking area required at the kerb for 30 cars will depend on the specific requirements and regulations of the area. The width of a parking space can vary, but a commonly used standard width is around 8.5 to 9 feet (2.6 to 2.7 meters).
Assuming a parking space width of 9 feet, the total width required for 30 cars would be 30 cars * 9 feet per car = 270 feet.
To find the ratio of the width of the car parking area required at the kerb, we would need to know the width of the kerb. Let's assume the width of the kerb is 2 feet.
The ratio of the width of the car parking area required at the kerb to the width of the kerb can be calculated as follows:
Ratio = (Width of car parking area at kerb) / (Width of kerb)
= 270 feet / 2 feet
= 135
Therefore, the ratio of the width of the car parking area required at the kerb for 30 cars, assuming a parking space width of 9 feet and a kerb width of 2 feet, would be 135:1.
Assuming a parking space width of 9 feet, the total width required for 30 cars would be 30 cars * 9 feet per car = 270 feet.
To find the ratio of the width of the car parking area required at the kerb, we would need to know the width of the kerb. Let's assume the width of the kerb is 2 feet.
The ratio of the width of the car parking area required at the kerb to the width of the kerb can be calculated as follows:
Ratio = (Width of car parking area at kerb) / (Width of kerb)
= 270 feet / 2 feet
= 135
Therefore, the ratio of the width of the car parking area required at the kerb for 30 cars, assuming a parking space width of 9 feet and a kerb width of 2 feet, would be 135:1.
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Ratio of width of the car parking area required at kerb for 30° parking relative to 60° parking approximately _____.a)0.8b)0.7c)2.0d)0.5Correct answer is option 'A'. Can you explain this answer?
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