there are several different kinds of vehicles on a used car lot, so the owner makes a list of how many of…

there are several different kinds of vehicles on a used car lot, so the owner makes a list of how many of each vehicle he has.\nmotor scooters 8\nminivans 24\nstation wagons 17\nsuvs 1\nmotorcycles 1\nwhat is the probability that a randomly selected vehicle will be a minivan?\nwrite your answer as a fraction or whole number.\np(minivan) =

there are several different kinds of vehicles on a used car lot, so the owner makes a list of how many of each vehicle he has.\nmotor scooters 8\nminivans 24\nstation wagons 17\nsuvs 1\nmotorcycles 1\nwhat is the probability that a randomly selected vehicle will be a minivan?\nwrite your answer as a fraction or whole number.\np(minivan) =

Answer

Explanation:

Step1: Calcular el total de vehículos

$8 + 24+17 + 1+1=51$

Step2: Calcular la probabilidad de elegir un minivan

La cantidad de minivans es 24. La probabilidad $P(\text{minivan})$ se calcula como el número de minivans dividido por el total de vehículos. Entonces $P(\text{minivan})=\frac{24}{51}=\frac{8}{17}$

Answer:

$\frac{8}{17}$