Problem1.Let a_1 = sqrot(c),c>0,and a_(n+1) = sqrot( c + a_n),for n=1,2,3,...show that {a_n} is convergent and find the limit.Problem2.Show that the sequence s_n = ( 1 + 1/n )^n is monotone increasing and bounded.You may recall that its limit is the
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