Things to be Handed In
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Assigned Nov 25 and due Tuesday Dec 2:
10.74, 10.78, 10.92, and the Case Study about Working Four days a
Week. (don't forget the test on Thursday Dec 4.)
Just in case you wondered. The exact answer
for problem number 2 on the test is:
62854296814311299839689500342603597497945305 /
4016396694952252076402944892831460158221423568
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Assigned Nov18 and due Nov 25: 9.48, 9.50, 9.52, 9.53,
9.56, 9.62, 9.65, 9.69 and the Aspirin a Day Case Study. Hint:
for problem 9.52 read section 9.6 (I didn't talk about this section in
class and am not planning to) it uses the same principles as we have
been studying only deals with proportions.
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Assigned Nov 4 and due Nov 13: 8.70, 8.73, 8.74, 8.78,
8.88, 8.98, 8.99 and the Case Study about Polls.
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Assigned Oct 28 and due Nov 6 (sorry for the typo before
of Nov 3): 1. 7.24, 7.26, 7.58, 7.68. 2. The Monte
Carlo Case Study will be Extra Credit. 3. From the class height
data that we collected at the beginning of the semester, make a 90% box
plot of that data and find whether the height of 71 inches is likely or
unlikely. Find whether a height of 54 inches is likely or unlikely.
Find whether a height of 75 inches is likely or unlikely. 4.
Gorbatch seal rookery, a breeding ground on St. Paul Island in Alaska,
wanted to estimate the number of fur seal pups in the rookery. In
early August 1961, wildlife workers captured and marked 4965 pups by shaving
some of the black hair from the tops of their heads. they then released
the pups and allowed them to mix with the others. In late August,
when the workers captured a sample of 900 pups, 218 of them had marks.
Give a 95% confidence interval in percents for the true percentage of marked
pups. Give a confidence interval in actual numbers for the total
number of seal pups.
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Assigned Oct 7 and due Oct 16: 1. 6.60, 6.64,
6.68, 6.72, 6.76 (These are primarily paper and pencil problems using
the Normal Distribution Table on the inside cover of your book. Although
you can use Minitab if you wish. However on the test you will be
given a chart to use not a computer!!) 2. Long and Short of
It Case Study
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Assigned Oct 2 and due Oct 14: 1. 5.70 through
5.73 2. Reactor Case Study
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Assigned Sept 23 and due Oct 2: 1. 4.118 not
using Minitab 2. 4.78 and 4.93 using Minitab 3.
Case Study: Probability and Decision Making in the Congo. Add
to the Congo problem the following question. Find the probability
that three or fewer fail to make a successful jump. (Neither part of the
Congo problem is a Minitab problem) Note: To have Minitab draw
the probability histograms follow the instructions on page 169 and 170.
You will have to adjust the line size so that the bars are touching.
I found that 85 worked well at least on the screen. Printing may
be a little different.
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Assigned Sept 4 and due Sept 16: 1. problems
3.19 and 3.20. 2. Clean Dishes Case Study. Note:
When you try to do the pie charts, you can only do two on one page not
three. Also to keep from getting four equal sections each time, choose
CHART TABLE under OPTIONS. Also be sure that you have a "category"
for each "frequency" even if it is the same category. To get side
by side bar charts follow the instructions on page 109-110. For the
example given the data should look like this (They neglected to show you
how to set up the table):
| Status |
Frequency |
College |
| Freshman |
5 |
UCR |
| Sophomore |
23 |
UCR |
| Junior |
32 |
UCR |
| Senior |
35 |
UCR |
| Grad Student |
10 |
UCR |
| Freshman |
10 |
UCB |
| Sophomore |
35 |
UCB |
| Junior |
24 |
UCB |
| Senior |
25 |
UCB |
| Grad Student |
6 |
UCB |
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Assigned Sept 4 and due Sept 16: The Summation Project.
It is available in two versions pdf
(the better one) and html
(if your computer can't handle pdf)
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Assigned Sept 2 and due Sept 9: 1. problem 2.61
from the book 2. Find the mean, median and mode and population
standard deviation for the class heights. 3. Boys of Summer
Case Study
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Assigned Aug 26 and due Sept 9: Using Minitab:
1. Pie Chart of class
standing (Fr., Soph., Jr., Sr.) 2. Histogram of class
heights. 3. In your book: 1.46, 1.47, Blood
Pressure Case Study. Note: Minitab will select random samples
for you--you don't need to select them yourself. Under CALC choose
"Random Data". Also, to put two graphs on one chart as in time series,
choose "Multiple Graphs" and then "Overlay". To change from a frequency
histogram to a relative frequency histogram, click on OPTIONS in the dialog
box and choose "Percent".