Need help answering the following questions

4. Let x be the number of goals scored by a randomly selected premier league footballer in a match. The following table lists the probability distribution of x. Font X O 1 2 3 4 P(x) .53 .36 .06 .04 .01 2 5. According to infogol, the mean number of goals scored by Cristiano Ronaldo in a match is 0.9, using the Poisson distribution, what is the probability of Cristiano Ronaldo scoring in a match, (E Two (2) goals b) One (1) or more goals1. In a sample of 500 trainers, 321 uses \"Tiki-Taka\" tactic whiles 145 uses "Park the Bus\" tactic. One trainer is randomly selected from these trainers. What is the probability that this trainer's tactic is \"TikiTa ka\"? b. What is the probability that this trainer's tactic is \"Park the Bus\"? Do these two probabilities add to 1.0? Why or why not? Explain. 2. The draw is being made for the quarterfinals of the Europa League. There will be 4 matches involving a total of 8 teams. The drawjust started and Granada is the home side for the 1St match. There are 2 Premier League teams in the draw. What is the probability of Granada's opponents being a Premier League side? 3. Five thousand adults who were admitted in hospital for COVlD-19 were asked whether or not they are suffering from long COVID. Of the 5000 adults, 2200 are females. In addition, 1550 adults were suffering from long COVID of which 700 are males. a. Draw a twoway classification table of the responses. b. Suppose one adult is selected at random from these 5000 adults. Find the following probabilities. i. P (is not suffering from long COVlD or is a female) ii. P (is a male or is suffering from long COVlD) iii. P (is suffering from long COVlD or is not suffering from long COVID). c. Are the events \"male\" and \"suffering from long COVID\" mutually exclusive? What about the events \"suffering from long COVlD\" and \"is not suffering from long COVID\"? Why or why not? d. Are the events \"female\" and \"long COVID\" independent? Why or why not? Formulae Poisson distribution formula Axe'1 P(X = x) = x! Mean and Standard Deviation of a Discrete Random Variable Mean [E(x)] = Z x P(x) Standard deviation (0) = (Z x2P(x) p2