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Maximum number of vehicles can be parked with
- a)parallel parking
- b)30º angle parking
- c)45º angle parking
- d)90º angle parking
Correct answer is option 'D'. Can you explain this answer?
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Maximum number of vehicles can be parked witha)parallel parkingb)30&or...
Angle of Parking and Maximum Number of Vehicles
Parallel Parking:
- In parallel parking, the vehicles are parked parallel to each other and the curb.
- The maximum number of vehicles that can be parked depends on the length of the parking space and the length of the vehicle.
- Generally, parallel parking requires more space compared to other types of parking.
30° Angle Parking:
- In 30° angle parking, the vehicles are parked at an angle of 30° to the curb.
- This type of parking requires less space compared to parallel parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- However, this type of parking can cause difficulty in maneuvering the vehicle in and out of the parking space.
45° Angle Parking:
- In 45° angle parking, the vehicles are parked at an angle of 45° to the curb.
- This type of parking requires less space compared to 30° angle parking but more space compared to 90° angle parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- This type of parking provides better maneuverability compared to 30° angle parking.
90° Angle Parking:
- In 90° angle parking, the vehicles are parked at an angle of 90° to the curb.
- This type of parking requires less space compared to parallel parking, 30° angle parking and 45° angle parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- This type of parking provides the best maneuverability and is easier to park and exit.
- This type of parking is commonly used in parking lots, shopping centers, and office buildings.
Conclusion:
- The maximum number of vehicles that can be parked depends on the angle of parking and the length of the parking space and the length of the vehicle.
- 90° angle parking provides the maximum number of parking spaces and is easier to park and exit.
Parallel Parking:
- In parallel parking, the vehicles are parked parallel to each other and the curb.
- The maximum number of vehicles that can be parked depends on the length of the parking space and the length of the vehicle.
- Generally, parallel parking requires more space compared to other types of parking.
30° Angle Parking:
- In 30° angle parking, the vehicles are parked at an angle of 30° to the curb.
- This type of parking requires less space compared to parallel parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- However, this type of parking can cause difficulty in maneuvering the vehicle in and out of the parking space.
45° Angle Parking:
- In 45° angle parking, the vehicles are parked at an angle of 45° to the curb.
- This type of parking requires less space compared to 30° angle parking but more space compared to 90° angle parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- This type of parking provides better maneuverability compared to 30° angle parking.
90° Angle Parking:
- In 90° angle parking, the vehicles are parked at an angle of 90° to the curb.
- This type of parking requires less space compared to parallel parking, 30° angle parking and 45° angle parking.
- The maximum number of vehicles that can be parked in this type of parking depends on the length of the parking space and the length of the vehicle.
- This type of parking provides the best maneuverability and is easier to park and exit.
- This type of parking is commonly used in parking lots, shopping centers, and office buildings.
Conclusion:
- The maximum number of vehicles that can be parked depends on the angle of parking and the length of the parking space and the length of the vehicle.
- 90° angle parking provides the maximum number of parking spaces and is easier to park and exit.
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Maximum number of vehicles can be parked witha)parallel parkingb)30&or...
45 degree parking is best
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Maximum number of vehicles can be parked witha)parallel parkingb)30º angle parkingc)45º angle parkingd)90º angle parkingCorrect answer is option 'D'. Can you explain this answer?
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