Hi tutor pls help me to answer my activity. Please intend a solution so that ill be aware of the progress thanks:( The sauce is in the comment section thankyou. pls refer to it. DISCUSSION: A discrete random variable has a corresponding probability distribution that is called to be a discrete probability distribution. Directions: Find the probability of the following events. Event (E) Probability P(E) 1. Getting an even number in a single roll of a die 2. Getting a sum of 6 when two diced are rolled 3. Getting an ace when a card is drawn from a deck 4. The probability that all children are boys if a couple has three children 5. Getting an odd number and a tail when a die is rolled and a coin is tossed simultaneously 6. Getting a sum of 11 when two dice are rolled 7. Getting a black card and a 10 when a card is drawn from a deck 8. Getting a red queen when a card is drawn from a deck 9. Getting doubles when two dice are rolled 10. Getting a red ball from a box containing 3 red and 6 black balls Can you justify me activity is in the link as well as the multiple choices Can you construct me? Directions: Construct the probability distribution for the random variables described in each of the following situations. Draw the corresponding histogram for each probability distribution. Suppose three cell phones are tested at random where D represent the defective cell phone and N represent the non-defective cell phone. Let X represents the number of defective cell phones that occur. , show the values of the random variable X. Two balls are drawn in succession without replacement from an urn containing 5 red balls and 6 blue balls. Let Z be the random variable representing the number of blue balls. Find the values of the random variable Z. Four coins are tossed. Let Y be the random variable representing the number of heads that occur. Find the values of the random variable Y. A shipment of five computers contains that are slightly defective. If a retailer receives three of these computers at random, list the elements of the sample space S using the letters D and N for defective and non-defective computers, respectively. To each sample point, assign a value x of the random variable X representing the number of computers purchased by the retailer which are slightly defective