| Day 2, Hand in on Fri. Day 3(all from D&V
text) Ch 2 p.13, 4 Oscars, 5 Bears A) On a separate sheet: With your data from the Activstats Circle experiment: First for the 20 cases with the right hand, then for 20 with the left hand: Make a frequency table for the variable "color" in your Circle experiment, with a column of Counts (how many "red", how many "blue"....), and one of Percents (relative freq.). Postpone the rest. |
Read, be able to discuss in class
Ch2 9 Babies, 10 Flowers Postpone Ch.3, 4 Ch3 11 TeenTech I <> Ch4 Work on Ch4 problems, but they will all be part of Day 3 HW (Due Monday) Creating: 17 Acid rain Look at answer, note stems used Describing: 7 Cereal sugar 6 Emails (I think the answer book does a crummy job) 19 Hosp. stays Do a only. Read answer to c. Most mothers & babies go home in 2 days now. What W's are crucially omitted here? > |
Optional
|
Handouts: Bar&Pie, Stemplot
Missed class? handouts are outside
my door (Mac 102), 151 box, white folder
Data: Numbers
in context: Who (are the cases
&
how many =n),What (&units), When and Where, How,
Why?
Context for height, hair color,
shoe size, pulse rate: Any problems with the way I did it?
Variable (possible values), individuals
(cases)
Categorical
(ordinal--has
natural order or &&nominal--just
names)
or Quantitative
(can add, average--measured on a ruler-type scale) Units?!
("calories"?)
OBJECTIVE (from syllabus): To learn many of the ways in which data can inform us about the world, focusing on
Distribution of
one
variable: what values, how many (or what proportion) of each.
"Make
Piles" -- Frequency table: count, percent="relative
frequency" (Hair color)
Graphical summaries of data: Area
represents proportion. ="Area principle"
Categorical:
Bar or pie graph (Bar chart ordered by size =&&
"Pareto chart"--not in text)
Pie &&only ok if showing all categories (part
of
whole)
+ no overlap of categories.
. Pie by hand? Template
handout
Quantitative: Histogram,
Stem-and-leaf
(Stemplot), Dotplot
(I will only
require
you to read, not make histograms by hand. You'll
Make
stemplots
and dotplots by hand)
Pretest:
Restate #5 as histogram of 100 "5-volt" batteries tested for actual
voltage.
The proportion with voltage < 1 is 20%. The proportion
with voltage < 3 is 60%.
a) What proportion have voltage beween 1 and 3? b) What
proportion
have voltage > 3?
Stem-and-Leafs
are
a powerful hand tool. Handout
Unordered first, then ordered if necessary. By tens, then
split?
Back
to back, comparing two groups. (p.51, #14)
Choosing a display (by hand):
A dot plot is
most useful for n = 3 to about 15-20, or when the data only fall on a
few
values (just stack the dots up).
A stemplot is
good for continuous data, smeared around; you can do 100 values in 3-5
minutes.
Describing: Pattern-- and
deviations
from it
Shape (symmetric,
or skewed (think smeared, or sliding) right or left),
(Humps:
uni- or bi- modal (multi-) Two humps = two
"causes"?)
Some special shapes:
uniform (p. 40) && J-shaped (#6 p.50)
bell-shaped
(Ch 6)
Center, Spread
Outliers, gaps ? (different
groups, sources?)
What do we see?
What can we infer?
(Introduction)
Data source? Lurking variables?
Variability happens.
Things settle down on average, BUT conclusions are never certain.
Statistics gives us a
language
for talking about uncertainty.
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