Characteristic properties of linear (F = 2) and star‐branched copolymers with F = 3 to 12 arms in common good, common theta and in selective solvents are summarized. Based on ensembles of chains or stars with chain lengths up to ≈50 000 segments, exponents of scaling laws of mean square dimensions of the whole star and of individual blocks and arms may be reduced to five cases. Several ratios which compare stars to linear chains (so‐called g factors) and shape‐parameters in the limit of infinite chain lengths are deduced from the prefactors of scaling laws and by proper extrapolation, respectively. Shape parameters give evidence for some orientation effects which in addition are directly demonstrated.