for all positive integers n let f(n)= log 2002 n^2 .LET N =f(11)+ f(13)+ f(14)
which of these relations is true? why
- N=1
- N=2
- 1
- N
for all positive integers n let f(n)= log 2002 n^2 .LET N =f(11)+ f(13)+ f(14)
which of these relations is true? why