MATH 115B PROBLEM SET VIJUNE 5, 2007(1) Show that there are infinitely many even integersnwith the property that bothn+ 1and (n/2) + 1 are perfect squares. Exhibit two such integers.(2) Find the fundamental solutions of the following equations:(i)x2-29y2= 1;(ii)x2-41y2= 1.(3)(a) Prove that whenever the equationx2-dy2=c
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