This scratchpad provides you with key Analysis of Variance (ANOVA) measures. Enter 6 scores for each of 2 groups. If you don't enter a score the web-based calculator will automatically use the default of a zero score.

##### Group 2
([g1s1]+[g1s2]+[g1s3]+[g1s4]+[g1s5]+[g1s6])/6
([g1s1]-[meangroup1])**2
([g1s2]-[meangroup1])**2
([g1s3]-[meangroup1])**2
([g1s4]-[meangroup1])**2
([g1s5]-[meangroup1])**2
([g1s6]-[meangroup1])**2
[dev2g1s1]+[dev2g1s2]+[dev2g1s3]+[dev2g1s4]+[dev2g1s5]+[dev2g1s6]
([g2s1]+[g2s2]+[g2s3]+[g2s4]+[g2s5]+[g2s6])/6
([g2s1]-[meangroup2])**2
([g2s2]-[meangroup2])**2
([g2s3]-[meangroup2])**2
([g2s4]-[meangroup2])**2
([g2s5]-[meangroup2])**2
([g2s6]-[meangroup2])**2
[dev2g2s1]+[dev2g2s2]+[dev2g2s3]+[dev2g2s4]+[dev2g2s5]+[dev2g2s6]
([meangroup1]+[meangroup2])/2
6*(([meangroup1]-[GrandMean])**2)+6*(([meangroup2]-[GrandMean])**2)
[SS]+[SS2]
[SSB]+[SSW]
0

#### Descriptive Measures

In order to calculate measures of variation you first need to know the mean.

m: .00
[meangroup1]
SS: .00
[SS]
s^2: .00
[SS]/5
s: .00
sqrt([SS]/5)
m: .00
[meangroup2]
SS: .00
[SS2]
s^2: .00
[SS2]/5
s: .00
sqrt([SS2]/5)

#### ANOVA

Below you will find the key Analysis of Variance measures.

Grand Mean: .00
[GrandMean]
df: .00
12-2
SSW: .00
[SSW]
SSB: .00
[SSB]
SST: .00
[SST]
eta^2: .00
[SSB]/[SST]