A survey of the 194 students at Bishop Hill Middle School showed that 106 had their own computers, 122 owned graphing calculators, and 80 had both a computer and a graphing calculator. If a student is randomly selected from this school, what is the probability the student will own a computer or a graphing calculator? Enter your answer as a fraction. The probability is

A First Course in Probability (10th Edition)
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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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A survey of the 194 students at Bishop Hill Middle School showed that 106 had their own computers,
122 owned graphing calculators, and 80 had both a computer and a graphing calculator. If a student
is randomly selected from this school, what is the probability the student will own a computer or a
graphing calculator? Enter your answer as a fraction.
The probability is
Transcribed Image Text:A survey of the 194 students at Bishop Hill Middle School showed that 106 had their own computers, 122 owned graphing calculators, and 80 had both a computer and a graphing calculator. If a student is randomly selected from this school, what is the probability the student will own a computer or a graphing calculator? Enter your answer as a fraction. The probability is
A hospital laboratory uses two tests to classify each sample of blood. The first test correctly identifies
the blood type 64 percent of the time, and the second test correctly identifies the blood type 70
percent of the time. If the probability is 0.73 that at least one of the tests correctly identifies the blood
type, what is the probability that both tests correctly identify the blood type?
The probability that both tests are correct is
Transcribed Image Text:A hospital laboratory uses two tests to classify each sample of blood. The first test correctly identifies the blood type 64 percent of the time, and the second test correctly identifies the blood type 70 percent of the time. If the probability is 0.73 that at least one of the tests correctly identifies the blood type, what is the probability that both tests correctly identify the blood type? The probability that both tests are correct is
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