Solved: If n is an odd integer and n > 1, is log2(n + 1) = log2(n) Justify your answer
Chapter 11, Problem 17(choose chapter or problem)
If n is an odd integer and n > 1, is \(\left\lfloor\log _{2}(n+1)\right\rfloor=\) \(\left\lfloor\log _{2}(n)\right\rfloor\) ? Justify your answer.
Text Transcription:
lfloor log _2(n+1)rfloor=
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