Description Usage Arguments Value References Examples
Graphs the power of the one-sample, two-sided $t$-test
for the mean. The hypothese are:
H0: mu = mu0 vs. H1: mu != mu0.
See Example 8.3.2 on page 492 for discussion of this test andits power.
Exercise 8.3.5 continues the discussion.
| 1 | tpowerg2(mu0, sig, n, alpha = 0.05, byv = 0.1)
 | 
| mu0 | a number, null population mean null value | 
| sig | a number, population standard deviation usually greater than 1 | 
| n | an integer, sample size | 
| alpha | a number, the signifigance level, defaults to 0.05 | 
| byv | a number, increment in sequence for mu 1, defaults to 0.1 | 
gammas vector of powers from power function
Hogg, R. McKean, J. Craig, A. (2018) Introduction to Mathematical Statistics, 8th Ed. Boston: Pearson.
| 1 2 3 4 5 6 | mu0 <- 50
sig <- 10
n <- 25
alpha <- .04
byv <- .15
tpowerg2(mu0, sig, n, alpha, byv)
 | 
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.