Question

1. We have seen that the genetic trans-complementation assay establishes an equivalence relation, between mutations. Proof that an equivalence relation on a set S partitions S into disjoint subsets, called equivalence classes. Indicate the property of the equivalence relation (reflexivity, symmetry, and transitivity) that justifes each every step of your argument. What of these properties assures that every element of S belongs to an equivalence class.
2. Which chemical reaction provides the free energy for the 5’ cap structure formation?

Answer 1

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