We know that the Distributive Law tells us that (12)(1)(2), for any propositions ,1, and 2. Suppose that i=1ni denotes the n-term disjunction, 12n. Thus, the two-term Distributive Law could have been rewritten as: i=12ii=12(i) Use formal mathematical induction as well as the two-term version of the Distributive Law to prove the generalization of the Distributive Law to n terms: i=1nii=1n(i),forallintegersn2