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In a parking lot 0.624 of the 125 vehicles were motorcycle and the rest were car.how many cars were there?
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In a parking lot 0.624 of the 125 vehicles were motorcycle and the res...
In a parking lot, 0.624 of the 125 vehicles were motorcycles, and the remaining vehicles were cars. We need to determine the number of cars in the parking lot.

Given:
- Total vehicles in the parking lot = 125
- Motorcycles = 0.624 * 125 = 78

Calculating the number of cars:
To find the number of cars, we need to subtract the number of motorcycles from the total number of vehicles.

Step 1: Calculate the number of motorcycles:
Motorcycles = 0.624 * 125 = 78

Step 2: Calculate the number of cars:
Cars = Total vehicles - Motorcycles
= 125 - 78
= 47

Therefore, there were 47 cars in the parking lot.

Explanation:
To solve this problem, we first calculate the number of motorcycles in the parking lot by multiplying the proportion of motorcycles (0.624) by the total number of vehicles (125). This gives us the number of motorcycles as 78.

Next, we subtract the number of motorcycles from the total number of vehicles to find the number of cars. In this case, we subtract 78 from 125, resulting in 47 cars.

By following these steps, we can determine the number of cars in the parking lot.
Community Answer
In a parking lot 0.624 of the 125 vehicles were motorcycle and the res...
47
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In a parking lot 0.624 of the 125 vehicles were motorcycle and the rest were car.how many cars were there?
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