2. {3 marks) For each of the below scenarios, explain why the statement is false. Use one to two sentences for each. (if you know that the statement can be classified as a certain type of \"probability myth \" you can mention this; however, you should also explain w_hy this myth is false, in the specific context of this example.) a. You win tickets to go to a Brooklyn Nets NBA game (basketball) with a friend! You know that Kevin Durant's free throw percentage has been about 90% over Assignment 7, STAT 100 D100 Summer 2022, SFU the course of the year. After Kevin misses four free throws in a row, your friend says that he is \"due to score next time, due to the law of averages.\" b. Approximately 20% of Canadians have arthritisl. Approximately 9% of Canadians have diabetesz. Therefore, if we randomly select a Canadian individual, there is a 29% chance that they have arthritis or diabetes. c. Red and black are equally likely to occur on each spin of a roulette wheel. A gambler observes red four times in a row. He stands up and claims that the roulette wheel is "rigged\" (unfair)