a car dealership has a full car lot. 19 are red, 22 are blue, 7 are white, and 2 are yellow. find the…

a car dealership has a full car lot. 19 are red, 22 are blue, 7 are white, and 2 are yellow. find the probability that a car is not blue. p(not blue) = ?

a car dealership has a full car lot. 19 are red, 22 are blue, 7 are white, and 2 are yellow. find the probability that a car is not blue. p(not blue) = ?

Answer

Explanation:

Step1: Calculate total number of cars

$19 + 22+7 + 2=50$

Step2: Calculate number of non - blue cars

$19+7 + 2=28$

Step3: Calculate probability of non - blue cars

$P(\text{Not Blue})=\frac{28}{50}=\frac{14}{25}$

Answer:

$\frac{14}{25}$