A total of 50 students were interviewed. Let A be the event that a student prefers Coke over Pepsi. Let B be the event that a student likes running. . The probability that a student likes running is 0.7 . The probability that a student likes Coke more than Pepsi is 0.4 • The probability that a student likes both Coke and running is 0.14 Use this information to fill in the Venn Diagram and the Two-Way Table and to an questions below. Be sure to give probability as a decimal to two decimal places.

A total of 50 students were interviewed. Let A be the event that a student prefers Coke over Pepsi. Let B be the event that a student likes running. . The probability that a student likes running is 0.7 . The probability that a student likes Coke more than Pepsi is 0.4 • The probability that a student likes both Coke and running is 0.14 Use this information to fill in the Venn Diagram and the Two-Way Table and to an questions below. Be sure to give probability as a decimal to two decimal places.

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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Solve Question 1 and show work. Please and thank you.
For a marketing analysis, you want to ask 125 people how they like the colours red, green, and blue. After your questions, you discover that. 55 people like red. 60 people like blue. 50 people like green. 25 people like both red and blue. 20 people like both red & green. 30 people like both blue & green. 15 people like all three colours. 1. One person is randomly selected. Find the probability that this person likes red given that they like at least two of the three colors.
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