Question
1- A student has applied to two graduate schools but she will only enroll in one of them. She has a 60% chance of getting
1- A student has applied to two graduate schools but she will only enroll in one of them. She has a 60% chance of getting into grad school A, and a 40% of getting into grad school B. If grad school A lets her in first, there is an 80% chance she will enroll. If grad school B lets her in first, there is a 90% chance she will enroll.
How do you write .80 in probability notation?
Group of answer choices
A-P(A| Enroll)
B-P(Enroll | A)
C-P(Enroll)
D-P(Enroll and A)
-----------------------------------------------------------------------------
2-A hotel has two restaurants, A and B. Restaurant A gets 60% of the business and Restaurant B gets 40% of the business. 80% of Restaurant A customers are satisfied and 90% of Restaurant B customers are satisfied.
What percentage of Restaurant B customers are not satisfied?
A- 0.10
B- 0.90
C- 0.64
d- 0.16
-------------------------------------------------------------------------------
3-A hotel has two restaurants, A and B. Restaurant A gets 60% of the business and Restaurant B gets 40% of the business. 80% of Restaurant A customers are satisfied and 90% of Restaurant B customers are satisfied.
What's the chance that someone ate at Restaurant B and was satisfied?
Group of answer choices
A-0.72
B-0.48
C-0.90
D- 0.36
---------------------------------------------------------------------------------
4- 70% of male students at OSU wear a backpack and 60% of female students at OSU wear a backpack. Assuming 50% of OSU students are male and 50% are female, what total percentage of OSU students wear a backpack?
Group of answer choices
A- 0.65
B- 1.30
C- 0.42
D- 0.35
-------------------------------------------------------------------------------
5-Suppose P(A and B) = .2 and P(A)=.3 and P(B) = .4. Then P(A|B) = .5
Group of answer choices
A-True
B- False
------------------------------------------------------------------------
6-Conditional probabilities appear in the 4 cells of a two way table (the cells are the boxes on the inside part of the table.)
Group of answer choices
A-True
B-False
-------------------------------------------------------------------
7-A hotel has two restaurants, A and B. Restaurant A gets 70% of the total business and Restaurant B gets 30% of the total business. We know 30% of A's customers are women and 60% of B's customers are women. What % of all customers are women?
CHOOSE THE CLOSEST NUMBER.
Group of answer choices
A-20%
B-60%
C-40%
D-80%
-----------------------------------------------------------------------
8- A hotel has two restaurants, A and B. Restaurant A gets 70% of the total business and Restaurant B gets 30% of the total business. We know 30% of Restaurant A's customers are women and 60% of Restaurant B's customers are women. Suppose a randomly chosen is a woman. Is she more likely to have eaten at Restaurant A or Restaurant B?
Group of answer choices
A-Restaurant B
B-Not enough information to tell
C- Equally likely to have eaten at A or B
D- Restaurant A
----------------------------------------------------------------------------
9-If you have all the information filled in a two-way table, you can fill in all the information on a tree. But not the other way around
Group of answer choices
A-True
B-False
-------------------------------------------------------------------------
10- There is a 70% chance that Bob will watch the Packer game. 50% of the time Bob watches the game, the Packers win. 60% of the time Bob doesn't watch the game, the Packers win.
What is the chance that the Packers will win the game?
CHOOSE THE CLOSEST ANSWER.
Group of answer choices
A- 0.35
B- 0.45
C- 0.55
D- 0.65
------------------------------------------------------------------------------
Step by Step Solution
There are 3 Steps involved in it
Step: 1
Get Instant Access to Expert-Tailored Solutions
See step-by-step solutions with expert insights and AI powered tools for academic success
Step: 2
Step: 3
Ace Your Homework with AI
Get the answers you need in no time with our AI-driven, step-by-step assistance
Get Started