A charity sells $10 raffle ticket to raise funds. 2000 tickets are sold and 3 will be randomly selected and awarded a prize. 1 prize is worth $1000. 3 prizes are with $100. Answer the following :

Fill in the missing numbers from probability distribution table for the random variable X, where X = amount of money the charity makes from a raffle ticket (For example: The make $10, but the person wins $1000 they lose $990). X P(X) -$990 - $ 3/2000 $10