Suppose you have a randomised approximation algorithm for a maximisation problem such that, for any ε > 0 and any problem instance of size n, the algorithm returns a solution with cost C such that Pr[C ≥ (1 − 1/ε) · C∗] ≥ 1/n · exp(−1/ε),

4. does the kernel phenotype distribution support the idea that the cob is the result of a dihybrid cross? what information supports your answer? if a dihybrid cross (i.e. f1 to f2 of standard mendelian crosses) is not indicated what conditions might contribute to this finding.