Three-set Venn. In a group of 60, 30 are in A, 25 in B, 20 in C. Exactly 5 are in all three sets. There are 10 in both A and B, 8 in both A and C and 6 in both B and C (these pairwise numbers include the 5 who are in all three). Fill in the number of elements in each of the seven non-overlapping regions: (A only), (B only), (C only), (A and B only), (A and C only), (B and C only), (A and B and C).
(a)A and B and C (all three)(1)
(b)A and B only (in A and B but not C)(1)
(c)A and C only (in A and C but not B)(1)
(d)B and C only (in B and C but not A)(1)
(e)A only(1)
(f)B only(1)
(g)C only(1)