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Which of the following is not a type of parking?

Which of the following is not a type of on-street parking system? Explanation: Metered parking is not a type of on-street parking system. Parallel parking, right-angle parking, 30 degrees parking, 45 degrees parking, and 60 degrees parking are types of on-street parking system.



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For two-way traffic flow, parking spaces perpendicular (90 degrees) to the aisles provide the most efficient design. The efficiency decreases as the parking angle decreases. Where a fast turnover rate is expected or where site limitations dictate, 60-degree- or 45-degree-angle parking with one-way aisles may be used.

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Find your parking ratio by dividing the number of spaces by the building's square footage (in thousands). For instance, take a 40,000-square-foot building with a 200-space parking lot. Divide 200 (spaces) by 40 (thousand square feet) to find a parking ratio of 5 spaces per 1,000 square feet.

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Efficient parking management ensures that drivers can find parking quickly and easily, reducing congestion and improving traffic flow. It also enhances safety by reducing the number of vehicles circling the area in search of a parking spot. A well-managed parking area also promotes accessibility for all users.

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Usually, surface parking is found in the form of lot parking, strip parking, angle parking, or parallel parking. When parking in surface lots, it's important to adhere to local parking regulations and guidelines for the safety of other drivers.

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The most common types of parking are angle parking, perpendicular parking and parallel parking.

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Ideally, parking lots should be rectangular with parking on both sides of access aisles. For two-way traffic flow, parking spaces perpendicular (90 degrees) to the aisles provide the most efficient design. The efficiency decreases as the parking angle decreases.

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The three main parking configurations are parallel, perpendicular (90 degree), or at an angle to the aisle (30, 45, or 60 degree). Parallel parking works well in narrow, linear spots, which are also space-efficient.

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