The number of real solutions of $\log_{0.5} x = |x|$ is
- A. 1
- B. 0
- C. 2
- D. None of these
✅ Correct Answer: 1
Explanation
Since $\log_{0.5} x$ decreases and $|x|$ is symmetric, they intersect once for $0 < x < 1$.
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Since $\log_{0.5} x$ decreases and $|x|$ is symmetric, they intersect once for $0 < x < 1$.
🎯 Happy Preparation — ACME Academy