I am trying to run a likelihood ratio test in R using lrtest() but it has been giving me errors that I haven't been able to fix:
dat<-read.csv("file.csv", header=TRUE)
dat1<-glm(Contact~Density + Species, data=dat, family=binomial)
dat2<-glm(Contact~Density + Species + Mass, data=dat, family = binomial)
lrtest(dat1, dat2)
Error in UseMethod("logLik") : 
  no applicable method for 'logLik' applied to an object of class "data.frame" 
> dat1
Call:  glm(formula = Contact ~ Density + Species, family = binomial, 
data = dat)
Coefficients:
(Intercept)      Density    SpeciesNN  
   -2.0615       0.2522       1.3870  
Degrees of Freedom: 39 Total (i.e. Null);  37 Residual
Null Deviance:      54.55 
Residual Deviance: 41.23        AIC: 47.23
> dat2
Call:  glm(formula = Contact ~ Density + Species + Mass, family = binomial, 
data = dat)
Coefficients:
(Intercept)      Density    SpeciesNN         Mass  
    -2.5584       0.2524       1.4258       0.2357  
Degrees of Freedom: 39 Total (i.e. Null);  36 Residual
Null Deviance:      54.55 
Residual Deviance: 41.11        AIC: 49.11
According to this link, either ANOVA or lrtest can be used for the likelihood ratio test. I tried the ANOVA method and the test produced results, unlike when I tried using lrtest(). Are both of these interchangeable, or would I miss out on any useful analysis by using ANOVA instead of lrtest?
Edit: Here is a sample of the data set from file.csv.
   Density Species Mass Contact
1        2      NN 1.29       0
2        2      NN 2.84       1
3        2      NN 2.58       0
4        2      NN 2.81       1
5        2      NN 2.69       0
6        2       N 2.12       1
7        2       N 2.30       1
8        2       N 1.95       0
9        2       N 2.35       0
10       2       N 2.28       1
11       4      NN 0.90       0
12       4      NN 2.33       0
13       4      NN 0.81       1
14       4      NN 1.37       1
15       4      NN 1.01       1
16       4       N 1.94       0
17       4       N 2.49       0
18       4       N 2.13       0
19       4       N 1.90       0
20       4       N 1.46       0
 
    