When shooting two free throws, the chance that a basketball player makes her first free throw is 60%. • If she makes her first free throw, her confidence goes up and there is a 90% chance that she will make her second free throw. • But, if she misses her first free throw, her confidence goes down and there is only a 35% chance tha she will make her second free throw. Find the probability of each event below. Round each probability to four decimal places. You may find it useful to sketch yourself a tree diagram. (a) she makes both free throws? (b) she misses both free throws? (c) she makes exactly one of the two free throws? (d) she makes at least one of the free throws?
When shooting two free throws, the chance that a basketball player makes her first free throw is 60%. • If she makes her first free throw, her confidence goes up and there is a 90% chance that she will make her second free throw. • But, if she misses her first free throw, her confidence goes down and there is only a 35% chance tha she will make her second free throw. Find the probability of each event below. Round each probability to four decimal places. You may find it useful to sketch yourself a tree diagram. (a) she makes both free throws? (b) she misses both free throws? (c) she makes exactly one of the two free throws? (d) she makes at least one of the free throws?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:When shooting two free throws, the chance that a basketball player makes her first free throw is 60%.
• If she makes her first free throw, her confidence goes up and there is a 90% chance that she will
make her second free throw.
• But, if she misses her first free throw, her confidence goes down and there is only a 35% chance that
she will make her second free throw.
Find the probability of each event below. Round each probability to four decimal places.
You may find it useful to sketch yourself a tree diagram.
(a) she makes both free throws?
(b) she misses both free throws?
(c) she makes exactly one of the two free throws?
(d) she makes at least one of the free throws?
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