The table the first image is referring to is attached below 1. A survey of 50 athletes determine that 13 drank coffee, 18 drank tea and 6 drankcoffee and tea. Organize this information in Venn Diagram and a Two WayTable.C'coffee7/6早tea1225TTA) How many people drank coffee but not tea?B) How many people drank tea but not coffee?C) How many people drank neither tea nor coffee?6077total187/25/3213 37 50 6. Refer to number 1 on Written Assignment 4.A) Convert the two way table to a probability table.B) What is the probability that someone drank coffee or tea?C) What is the probability that someone drank coffee but did not drink tea?D) What is the probability that someone drank coffee given they drank tea?E) What is the probability that someone drank coffee given they did not drink tea?

The table shows the number of athletes drank coffee and tea.

A) Convert the two way table to a probability table. B) What is the probability that someone drank coffee or tea? C) What is the probability that someone drank coffee but did not drink tea? D) What is the probability that someone drank coffee given they drank tea? E) What is the probability that someone drank coffee given they did not drink tea

A) Convert the two way table to a probability table. B) What is the probability that someone drank coffee or tea? C) What is the probability that someone drank coffee but did not drink tea? D) What is the probability that someone drank coffee given they drank tea? E) What is the probability that someone drank coffee given they did not drink tea

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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Question

The table the first image is referring to is attached below

1. A survey of 50 athletes determine that 13 drank coffee, 18 drank tea and 6 drank
coffee and tea. Organize this information in Venn Diagram and a Two Way
Table.
C'
coffee
7/6
早
tea
12
25
T
T
A) How many people drank coffee but not tea?
B) How many people drank tea but not coffee?
C) How many people drank neither tea nor coffee?
60
7
7
total
18
7/25/32
13 37 50

6. Refer to number 1 on Written Assignment 4.
A) Convert the two way table to a probability table.
B) What is the probability that someone drank coffee or tea?
C) What is the probability that someone drank coffee but did not drink tea?
D) What is the probability that someone drank coffee given they drank tea?
E) What is the probability that someone drank coffee given they did not drink tea?

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