Question

The WNBA recently held their draft and the first pick was Sabina Ionescu from Oregon. In...

  1. The WNBA recently held their draft and the first pick was Sabina Ionescu from Oregon. In college, she made 45% of the baskets she shot from the field and 85% of her free throw attempts. Find the probability that she:                                                                     
  1. Makes 5 free throws in a row.

Math   Statistics-And-Probability   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

TOPIC:Probability.

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Amy is playing basketball. The probability that Amy makes a basket from the free throw line...
Amy is playing basketball. The probability that Amy makes a basket from the free throw line is p = 4/5. The probability of making any free throw is the same regardless of recent attempts made. (a) (1 point) Is the event that Amy makes her second free throw independent of the event that she makes her first free throw? (b) (3 points) A made free throw is worth one point. A miss scores zero points. If Amy takes three free...
At half-time of a basketball game, a spectator is selected to play a game: She will...
At half-time of a basketball game, a spectator is selected to play a game: She will make two free throw attempts. If she makes neither free throw, she wins $0. If she makes one out of the two free throws, she may draw one bill from a bag containing ten 1-dollar bills and five 5-dollar bills. If she makes both free throw attempts, she may draw two bills from the bag. Assume that her free throw attempts are independent and...
Assume a college basketball player makes 75% of his free throws and that the outcome of...
Assume a college basketball player makes 75% of his free throws and that the outcome of free throw attempts are independent. a) The basketball player is fouled and is awarded two free throws. Develop a probability distribution for number of points (free throws made) for the two attempts. b) The basketball player is fouled and is awarded two free throws. What is the expected number of points for the two attempts? c) The basketball player is fouled and is awarded...
Sue, a starting player for a major college basketball team, made only 38% of her free...
Sue, a starting player for a major college basketball team, made only 38% of her free throws last year. During the summer she worked on developing a softer shot in the hope of improving her free-throw accuracy. In the first eight games of this season Sue made 22 free throws in 40 attempts. Assume that these 40 attempts represent a random sample of free throws. Let p be the probability of making each free throw she shoots this season. Does...
Helen plays basketball. Helen must now attempt two free throws. C = the event that Helen...
Helen plays basketball. Helen must now attempt two free throws. C = the event that Helen makes the first shot. P(C) = 0.422. D = the event Helen makes the second shot. P(D)= 0.422. The probability that Helen makes the second free throw given that she made the first is 0.516. What is the probability that Helen makes both free throws?
Q1. As an incentive to do homework, Professor Rouse randomly draws three students' names, and they...
Q1. As an incentive to do homework, Professor Rouse randomly draws three students' names, and they are expected to explain a homework problem of the day. On a particular day, 8 students have not done homework and 24 have. Find the following probabilities. (Round your answers to three decimal places.) The first two drawn have not done homework and the third has.? All three drawn have not done homework.? All three drawn have done homework.? At least one of the...
Scenario Marcy recently started her first job after graduating from business school with her accounting degree....
Scenario Marcy recently started her first job after graduating from business school with her accounting degree. She is very excited to be working in her field and although she knows she still has a lot to learn, she already feels like she is getting a good feel for what it takes to be successful. She has been assigned to work under one of the senior accountants, Mrs. Bradlee, and so far, she has been easy to work with and very...
Binomial probability: 1. Jasmine is taking a 20 question test for her driver's permit. Each question...
Binomial probability: 1. Jasmine is taking a 20 question test for her driver's permit. Each question has 4 choices and she guesses on each question (since she never studied her manual!). What is the probability that she gets exactly 16 questions correct? 2. Mr. Evans is a great EMT technician. He is able to save his patients 98% of the time. If he has 12 patients, what is the probability that exactly 2 are not saved? 3. The baker is...
Mary Smith, a Level II CFA candidate, was recently hired for an analyst position at the...
Mary Smith, a Level II CFA candidate, was recently hired for an analyst position at the Bank of Ireland. Her first assignment is to examine the competitive strategies employed by various French wineries.            Smith’s report identifies four wineries that are the major players in the French wine industry. Key characteristics of each are cited in the table below. In the body of Smith’s report, she includes a discussion of the competitive structure of the French wine industry. She notes that...
Below are the learning exercises for Lesson 6. What is required of you is to pick...
Below are the learning exercises for Lesson 6. What is required of you is to pick 5 of the following to talk about. Each one will require a 2 to 3 paragraph informational response. Lesson 6 Visit at least two different retailers. Determine whether each has a transition zone at the front of the store. Discuss the differences between the shopping experiences. Which one is more conducive to buying? Identify one B2C seller and one B2B seller. Describe at least...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT