One way ANOVA in R: Difference between revisions
From Powers Wiki
No edit summary |
No edit summary |
||
Line 5: | Line 5: | ||
*Change the working directory to the directory where your file is" | *Change the working directory to the directory where your file is" | ||
setwd('C:/Users/yourfolder') | setwd('C:/Users/yourfolder') | ||
*Read the file: E.g the file used here is smaple.csv. The file has three groups with the following format | *Read the file: E.g the file used here is smaple.csv. The file has three groups with the following format | ||
{| class="wikitable" | {| class="wikitable" | ||
|- | |- | ||
! Header 1 | ! Header 1 |
Revision as of 23:40, 11 November 2015
The one way analysis of variance is used to test if three or more means are equal. One way ANOVA is an extension of two independent samples t-test.
using R
- Open the R console
- Change the working directory to the directory where your file is"
setwd('C:/Users/yourfolder')
- Read the file: E.g the file used here is smaple.csv. The file has three groups with the following format
Header 1 | Header 2 | Header 3 |
---|---|---|
a | b | c |
d | e | f |
- Read the file and name it (e.g metab)
metab <- read.csv ("sample.csv, header= T)
- confirm the file is imported. When you call for metab and press enter you should see the table
- make box plot
boxplot(metab)
- Then use the following command to conduct one way anova and Tukey's test
smetab <- stack(metab)
names(smetab) <- c("length", "group")
smetab
av1<-aov(length ~ group, data=smetab)
summary(av1)
tk<- TukeyHSD(av1)
tk