3) You're tying to plan your school schedule, but there are a bunch of things up in the air. You need to pick one more elective, but you've decided to base your choice based on whether or not your friend tells you if she's taking HISTORY or not. You are trying to decide between MATH, THEATER, or PHILOSOPHY. --There's a 25% chance your friend decides to take HISTORY. If she does, then there's a 40% chance you'll take MATH, 20 % chance you'll take THEATER, and a 40% chance you'll take PHILOSOPHY. --There's a 45% chance your friend decides not take HISTORY. If she tells you she isn't, then there's a 70% chance take THEATER, a 25% chance you take MATH, and a 5% chance you take philosophy. --There's a 30% chance your friend won't let you know in time. If she doesn't tell you, then there's a 50% chance you you'll take MATH and an even split for the other two. Using all of this information, determine the probability that you decide to take MATH. What is the probability that you decide to take THEATER? How about PHILOSOPHY?

3) You're tying to plan your school schedule, but there are a bunch of things up in the air. You need to pick one more elective, but you've decided to base your choice based on whether or not your friend tells you if she's taking HISTORY or not. You are trying to decide between MATH, THEATER, or PHILOSOPHY. --There's a 25% chance your friend decides to take HISTORY. If she does, then there's a 40% chance you'll take MATH, 20 % chance you'll take THEATER, and a 40% chance you'll take PHILOSOPHY. --There's a 45% chance your friend decides not take HISTORY. If she tells you she isn't, then there's a 70% chance take THEATER, a 25% chance you take MATH, and a 5% chance you take philosophy. --There's a 30% chance your friend won't let you know in time. If she doesn't tell you, then there's a 50% chance you you'll take MATH and an even split for the other two. Using all of this information, determine the probability that you decide to take MATH. What is the probability that you decide to take THEATER? How about PHILOSOPHY?

Name: Thank you :) 3) You're tying to plan your school schedule, but there a
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Description: Thank you :) 3) You're tying to plan your school schedule, but there are a bunch of things up in the air. You need to pick onemore elective, but you've decided to base your choice based on whether or not your friend tells you if she'staking HISTORY o

A First Course in Probability (10th Edition)

10th Edition

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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Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.

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Thank you :)

3) You're tying to plan your school schedule, but there are a bunch of things up in the air. You need to pick one
more elective, but you've decided to base your choice based on whether or not your friend tells you if she's
taking HISTORY or not. You are trying to decide between MATH, THEATER, or PHILOSOPHY.
--There's a 25% chance your friend decides to take HISTORY. If she does, then there's a 40% chance you'll take
MATH, 20 % chance you'll take THEATER, and a 40% chance you'll take PHILOSOPHY.
--There's a 45% chance your friend decides not take HISTORY. If she tells you she isn't, then there's a 70%
chance
take THEATER, a 25% chance you take MATH, and a 5% chance you take philosophy.
--There's a 30% chance your friend won't let you know in time. If she doesn't tell you, then there's a 50% chance
you
you'll take MATH and an even split for the other two.
Using all of this information, determine the probability that you decide to take MATH. What is the probability
that
you
decide to take THEATER? How about PHILOSOPHY?

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