|
(Don't)Hand in next class: (also
hand in Day 13 if you haven't) Nothing
new to hand in: You can/should start looking at these problems, but
they'll all be assigned Wed. (Day 15) |
Read to discuss Go over your exam, with the Solutions; figure out what went wrong, & why. Regression: Use http://www.whfreeman.com/bps4e, Correlation and Regression applet to do p. 148, 5.55 , guessing lines Look at this especially, with reference to the r standard deviations in y for every 1 standard deviation in x: A. Open the Excel file RegressionSlope (or in the folder RegressionDemosExcelBPS4e in ClassMaterial\Math151-BPS4e). Change x-y values in the yellow boxes and watch the line change. Change x-values in col. F and watch the "run" (red line) change, in the rightmost 2 graphs. Notice the slope = the coefficient of x = the rise/run = increase in y per unit increase in x. Fix it so the increase in x (the "run") is exactly 1. Also, look at the leftmost graph, where the length of the standard deviations are shown, and note that in standard-deviation units, the rise is r s.d.'s in y for each s.d. run in x. (Fact 2) |
Optional
|
SPSS weekend unavailability--> Day 13 may be
handed in Wed. (Or, ideally, put it in the folder, or in the box,
outside my door when finished.)
Correlation HW questions? Day 13
P110, 4.28,
corn plant
density. Made a regression
CURVE! (Well, broken line...)
Note, can use line to predict a "typical" or average yield
for a particular planting rate.
New:= = = =Didn't
get far: Continue on Wed. = = =
Regression line: Ch. 5, Predicts or estimates a y
(vertical) value for a given x (horizontal) value: Straight
line! Details Day 13
Experimenting http://www.whfreeman.com/bps4e,
Correlation and Regression Applet.
SPSS--graph line, p. 2 top of handout link.
formula p. 4 of handout
link. . Read off
"coefficients" (intercept
and slope) from table.
Govsal on
avgpay
Formula yhat = a + b x. (yhat means we're finding
a sort of average y for each particular x).
Govsal = a + b avgpay
a is y-intercept.
b is slope:
If x increases one unit, yhat increases b
units.
(b multiplies the x-variable.)
| Sievers home | Math151-F08/Dayf14.htm | 2pm | 9/29/08 |