I just love sequences, you know!
Consider a Arithmetic Progression. Such that :
Twentieth term of this progression is : \(log(20)\) Thirty second term of same AP is
Then \(A\)th term of this AP is \(B/C\) Where \(A,B,C\) are natural numbers.
\(A+B+C\) is :
Take base of logarithm to be 10.