please write answer if possible in this format: “ biomPdf(2,3,4)” or geometricPdf(5,6,7) as an example please help me do 1-5 just label if it’s a binomial, geometric or neither distribution Plsss I. Binomial vs. Geometric DistributionFor each scenario, indicate whether a binomial distribution, geometric distribution, or neither model would beappropriate. Explain why.1. A basketball player is a 70% free-throw shooter and takes 10 free throws in a game. She wants to knowthe probability of making at least 8 of them.2. A softball pitcher strikes out 35% of opposing batters. She wants to know the probability that she getsher first strikeout of the game within the first three batters she faces.3. A tennis player makes 60% of his first-serves. He attempts 8 first-serves in a game. He wants to knowthe probability that exactly 6 of them are in bounds.4. Sidney Crosby made 13.9% of his shots on goal in the 2008-2009 NHL season. He wants to know theprobability of making at least 19% of his shots in the playoffs.5. The communications monitoring company Postini has reported that 91% of all e-mail messages arespam. Suppose you have 25 unread emails. You want to know the average (expected) number of emailsthat are not spam.6. Suppose you clear out your email box and look at each new email you receive. You want to know theexpected number of emails you will have to receive until you receive your first legitimate (not spam)message.7. Each box of Wheaties contains a basketball card. The company claims that 20% of the cardsare LeBron James. You want to know how many boxes of Wheaties you can expect to buy until you getyour first LeBron card.8. Suppose the other players you could get in the Wheaties box are Kevin Durant, Carmelo Anthony, andLonzo Ball. You want to know the number of each player you can expect to get if you buy 20 boxes ofWheaties.

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I. Binomial vs. Geometric Distribution For each scenario, indicate whether a binomial distribution, geometric distribution, or neither model would be appropriate. Explain why. 1. A basketball player is a 70% free-throw shooter and takes 10 free throws in a game. She wants to know the probability of making at least 8 of them. 2. A softball pitcher strikes out 35% of opposing batters. She wants to know the probability that she gets her first strikeout of the game within the first three batters she faces. 3. A tennis player makes 60% of his first-serves. He attempts 8 first-serves in a game. He wants to know the probability that exactly 6 of them are in bounds.

I. Binomial vs. Geometric Distribution For each scenario, indicate whether a binomial distribution, geometric distribution, or neither model would be appropriate. Explain why. 1. A basketball player is a 70% free-throw shooter and takes 10 free throws in a game. She wants to know the probability of making at least 8 of them. 2. A softball pitcher strikes out 35% of opposing batters. She wants to know the probability that she gets her first strikeout of the game within the first three batters she faces. 3. A tennis player makes 60% of his first-serves. He attempts 8 first-serves in a game. He wants to know the probability that exactly 6 of them are in bounds.

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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