Base-2002 Log
Source:
March 27, 2008
logarithmsfunction
Problem Statement
For all positive integers , let f(n) \equal{} \log_{2002} n^2. Let
N \equal{} f(11) \plus{} f(13) \plus{} f(14)
Which of the following relations is true?
(A)\ N < 1 \qquad (B)\ N \equal{} 1 \qquad (C)\ 1 < N < 2 \qquad (D)\ N \equal{} 2 \qquad (E)\ N > 2