Math 301 Probability and Statistics I - Dr. McLoughlins Class Worksheet V page 1 of
MATH 301 P & S I FALL 2005 REVISED 2008 WORKSHEET V NAME:_
(PLEASE PRINT LEGIBLY)
Show all work. If an answer DNE, explain why it does not exist.
Note the following abbrev
Math 540 Worksheet, Dr. McLoughlin, page 1 of 2
MATH 540 FALL 2006 WORKSHEET IV
NAME:_
(please print legibly)
Definition: Let S be a well defined sample space. Let E and F be events.
Pr (E | F) = Pr (E) and Pr(F | E) = Pr(E) iff E and F are independent.
D
Math 301 P & S I Fall 2007
Worksheet III
Name:_
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(please print legibly)
1. Consider the following probability mass function (pmf) :
X=x
Pr(X = x)
2
.05
1
.11
0
.56
1
.18
2
0
3
.1
Graph the pro
Math 301 Probability and Statistics I - Dr. McLoughlins Class Worksheet 7 page 1 of
MATH 301 P & S I FALL 2005
REVISED
FALL 2011 WORKSHEET VII
Show all work. If an answer DNE, explain why it does not exist.
Note the following abbreviations:
PMF: probabili
Math 301 Probability and Statistics I - Dr. McLoughlins Class Worksheet VIII page 1 of
Math 301 P & S I Fall 2005 Worksheet VIII
Name:_
(please print legibly)
Show all work. If an answer DNE, explain why it does not exist.
Note the following abbreviations
Math 301 Probability and Statistics I - Dr. McLoughlin -Worksheet VI, page 1 of
MATH 301 P & S I FALL 2005
REVISED
2011 WORKSHEET VI
Show all work. If an answer DNE, explain why it does not exist.
Note the following abbreviations:
PMF: probability mass fu
MATH 540 THEORY OF PROBABILITY WORKSHEET IIA
NAME:_
(please print legibly)
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1. Compute
7!
2. Compute
3. Compute
P(7, 3)
4. Compute
5. Compute
P(7, 4)
7. Compute
9. Compute
C(17, 3)
17
15
6
MATH 540 THEORY OF PROBABILITY WORKSHEET I
NAME:_
(please print legibly)
This is an exercise set on the nave or intuitive idea of probability.
Incorporate both your intuitive idea of probability of an event,
an infinite one dimensional sample space , S, b
Math 540 Worksheet III, Dr. McLoughlin, page 1 of 2
MATH 540 THEORY OF PROBABILITY WORKSHEET III
NAME:_
(please print legibly)
1. Suppose S be a well defined sample space with A
Pr(A B) = 0.89.
A. Find Pr(A | B)
E. Find Pr(AC | B)
B events and we know tha