The list shows the chance different baseball teams have of making the playoffs. • The Bears have a 75% chance of making the playoffs. • The Wildcats have a 60% chance of making the playoffs. • The Tigers have a 90% chance of making the playoffs. • The Hawks have a 35% chance of making the playoffs. Teams that make the playoffs have a 50% chance of making the semi-finals. Teams that make the playoffs have a 25% chance of making the finals. Use this information to find the following probabilities. 31. P(Bears make the playoffs and the semi-finals)

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Lesson 15-6
The list shows the chance different baseball teams have of making
the playoffs.
• The Bears have a 75% chance of making the playoffs.
• The Wildcats have a 60% chance of making the playoffs.
• The Tigers have a 90% chance of making the playoffs.
• The Hawks have a 35% chance of making the playoffs.
Teams that make the playoffs have a 50% chance of making the
semi-finals. Teams that make the playoffs have a 25% chance of making
the finals. Use this information to find the following probabilities.
31. P(Bears make the playoffs and the semi-finals)
Transcribed Image Text:Lesson 15-6 The list shows the chance different baseball teams have of making the playoffs. • The Bears have a 75% chance of making the playoffs. • The Wildcats have a 60% chance of making the playoffs. • The Tigers have a 90% chance of making the playoffs. • The Hawks have a 35% chance of making the playoffs. Teams that make the playoffs have a 50% chance of making the semi-finals. Teams that make the playoffs have a 25% chance of making the finals. Use this information to find the following probabilities. 31. P(Bears make the playoffs and the semi-finals)
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