If the $p$th, $q$th, and $r$th term of a GP and HP are $a, b, c$, then $a(b - c) \log(a + b(c - a) \log(b + c(a - b) \log c)$ is equal to
- A. $-1$
- B. $0$
- C. $1$
- D. Does not exist
✅ Correct Answer: $0$
Explanation
This expression simplifies based on the properties of logarithms and the relation between terms in GP and HP.
🎯 Happy Preparation — ACME Academy
