Hree percent of all cars manufactured at a large auto company are lemons. Suppose two cars are selected at random from the production line of this company. Let x denote the number of lemons in this sample. Write the probability distribution of x.

The probability distribution of X

Step-by-step explanation:

Given

The probability of cars manufactured at a large auto company are lemons =  = .03

The probability of cars manufactured at a large auto company are  (not lemons) other cars = 1 - .03 = .97

Two cars are selected randomly from the production line of this company

Let X denote the number of lemons in this sample

(1)  when both cars are not lemons =

P(x = 0)  = = 0.94

(2) When first car lemon and second car not lemon or  When first car  not lemon and second car  lemon = P(x = 1)  = = 0.0582

(3) when both cars are  lemons = P(x = 2) = = .009

i think it is c, not positive though

step-by-step explanation: