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9 Questions for Third Test - The Nature of Mathematics | MATH 130, Exams of Mathematics

Material Type: Exam; Class: The Nature of Math; Subject: Mathematics; University: The University of Tennessee-Martin; Term: Spring 2001;

Typology: Exams

Pre 2010

Uploaded on 08/18/2009

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Third Test
(6 points)
This exciting fifty minute, four page test covers chapter
three of Mathematics: A Practical Odyssey by Johnson and
Mowry. Show your work and clearly indicate your
answers. All parts of problems are four points unless
otherwise indicated.
1. A couple has two children. Find the probability of the following (3 points each)
a) Having two girls
b) Having two boys
c) Which is more likely, two children of the same sex or children of different
sexes?
2. A jar contains twenty-six jelly beans: six red, eleven yellow and nine black. If we
choose one jelly bean, what is the probability that it is (2 points each)
a) red b) green
c) red or yellow d) not black
Now find the odds of each of the following
e) red f) yellow or red
c) yellow d) not black
pf3
pf4

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Third Test (6 points)

This exciting fifty minute, four page test covers chapter three of Mathematics: A Practical Odyssey by Johnson and Mowry. Show your work and clearly indicate your answers. All parts of problems are four points unless otherwise indicated.

  1. A couple has two children. Find the probability of the following (3 points each)

a) Having two girls

b) Having two boys

c) Which is more likely, two children of the same sex or children of different sexes?

  1. A jar contains twenty-six jelly beans: six red, eleven yellow and nine black. If we choose one jelly bean, what is the probability that it is (2 points each)

a) red b) green

c) red or yellow d) not black

Now find the odds of each of the following

e) red f) yellow or red

c) yellow d) not black

  1. If o(E) = 23:56, find o(E’).
  2. If p(E) = 13/513, find o(E).
  3. In order to evaluate their teachers a college surveyed 200 students regarding whether or not they took college algebra and whether or not they where happy with their teachers. Of those who took college algebra 40 were happy with their teachers and 30 were not. Of those who did not take college algebra 50 were happy with their teachers and 80 were not. Find the following probabilities. (3 points each)

a) A student took college algebra

b) A student was pleased with their teachers

c) A student who took college algebra was happy with their teachers

d) A student who was happy with their teachers took college algebra

  1. Suppose Tennessee had a “fab four” 4/26 lottery where the tickets cost $1 and first place (four of four) paid $1,000 and second (three of four) paid $10. (3 points each) a) Find the probability of winning first place.

b) Find the probability of winning second place.

c) Find the probability of not winning.

d) Find the expected value of the fab four.

  1. Are the following independent (I), dependent (D) and or mutually exclusive (E)? (3 points each) I D E “I have exactly two feet” and “I have at least three feet”

I D E “I got an A in Math 130” and “I got an A on this exciting 50 minute test.”

I D E “I voted for Reagan” and “I voted for Bush”