# Quiz:Degrees of irreducible representations

 1,1 || Wrong. This arises as the degrees of irreducible representations for cyclic group:Z2. See linear representation theory of cyclic group:Z2. 1,1,2 || Wrong. This arises as the degrees of irreducible representations for symmetric group:S3, which can alternatively be viewed as the general affine group of degree one over field:F3. See linear representation theory of symmetric group:S3. 1,1,1,3 || Wrong. This arises as the degrees of irreducible representations for alternating group:A4, which can alternatively be viewed as the general affine group of degree one over field:F4. See linear representation theory of alternating group:A4. 1,1,1,1,4 || Wrong. This arises as the degrees of irreducible representations of GA(1,5), the general affine group of degree one over field:F5. None of the above, i.e., they are all possibilities || Right. (1,1) arises for cyclic group:Z2, the others all arise for the general affine group of degree one $GA(1,q)$ for $q = 3,4,5$ respectively. See linear representation theory of general affine group of degree one over a finite field.