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In one of the rental parking lots at Rent-and-Save Auto, there are 5 trucks, 9 cars, and 1 van. What is the probability that a randomly selected vehicle from this lot would be a car?

Answer :

The probability of selecting a car from the rental parking lot is 0.6 or 60%.

What is a probability?

Probability of selection refers to the likelihood or chance of selecting a particular item or event from a group or population. It is a mathematical concept used in statistics, mathematics, and science to describe the likelihood of an event occurring, given the set of possible outcomes.

The probability of selecting a car from the rental parking lot can be found by dividing the number of cars by the total number of vehicles:

P(Car) = Number of Cars / Total Number of Vehicles

In this case, there are 5 trucks, 9 cars, and 1 van, so the total number of vehicles is:

Total Number of Vehicles = 5 + 9 + 1 = 15

Number of Cars = 9

Therefore, the probability of selecting a car from the rental parking lot is:

P(Car) = Number of Cars / Total Number of Vehicles

= 9 / 15

= 3 / 5

= 0.6

So the probability of selecting a car from the rental parking lot is 0.6 or 60%.

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