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The table shows the number of cities in a region of the U.S. that are served by the given number of airlines. Use the table for Exercises $21-22$ .What is the probability that a city chosen at random is served by at least 1 airline?$$\begin{array}{llll}{\text { F. } 0} & {\text { G. } \frac{1}{99}} & {\text { H. } \frac{3}{11}} & {\text { J. } 1}\end{array}$$
since probability that the city chosen at random is served by at least 1 airline is $1 . \text { Therefore, }$Option's' is correct.
Precalculus
Geometry
Intro Stats / AP Statistics
Chapter 12
Probability And Statistics
Section 1
Probability Distributions
Introduction to Combinatorics and Probability
Probability
Graphs and Statistics
Descriptive Statistics
Probability Topics
Cairn University
Oregon State University
University of Michigan - Ann Arbor
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So when you look at the table that they provide, you see that they have the number of airlines, one through sex and the number of cities, and those are listed there in the table. And the question is asking, What's the probability? What's the probability that they'll have that this If you pick some city a random that was provided there? What's the probability that it will have at least at least one airline at that city? And because all that includes all of them, then that means just the total number over the total number, which is, if you have the same number divided by the same number, that probability is equal to one, so that would be answer choice, Jay.
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