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OpenStudy (anonymous):
An incomplete mathematical induction proof for all integers n with the given values is shown below. Determine? 1. For n=11, 11^11=2.853*10^11>1*10^11=10^11 2. Suppose k^k>10^k 3. Then, (k+1)^k+1=(k+1)^k(k+1)>k(k^k)+1>?
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