17. Danny studies for a test by taking notes of the text 10% of the time, highlighting the text 50 % of the tme, and only reads to prepare 40% of the time. The probability he will pass the test is 98% If he takes notes, 50% if he highlights the text, and 5% If he only read to prepare for the test. A. Create a tree diagram that visualizes this problem. at beb ebbobam at th B. If Danny failed the test, what is the probability he only read to prepare for the test? C. If Danny passed the test, what is the probability he took notes of the text? D. What is the probability Danny highlighted the text and passed? E. What is the probability Danny only read the text and passed?
17. Danny studies for a test by taking notes of the text 10% of the time, highlighting the text 50 % of the tme, and only reads to prepare 40% of the time. The probability he will pass the test is 98% If he takes notes, 50% if he highlights the text, and 5% If he only read to prepare for the test. A. Create a tree diagram that visualizes this problem. at beb ebbobam at th B. If Danny failed the test, what is the probability he only read to prepare for the test? C. If Danny passed the test, what is the probability he took notes of the text? D. What is the probability Danny highlighted the text and passed? E. What is the probability Danny only read the text and passed?
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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I need help with questions A B C D E
Transcribed Image Text:17. Danny studies for a test by taking notes of the text 10% of the time, highlighting the text 50 % of the
time, and only reads to prepare 40% of the time. The probability he will pass the test is 98% if he takes notes,
50% if he highlights the text, and 5% if he only read to prepare for the test.
A. Create a tree diagram that visualizes this problem.
ad be
Cem m
wor
B. If Danny failed the test, what is the probability he only read to prepare for the test?
C. If Danny passed the test, what is the probability he took notes of the text?
D. What is the probability Danny highlighted the text and passed?
E. What is the probability Danny only read the text and passed?
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