Question 16
LogarithmsGiven that log105 = 0.699, log103 = 0.477, find the value of x if x0.8265 = 45
- A.0.1
- B.10
- C.100
- D.1
Show the answer and explanation
Answer: C (100)
Explanation
Take logs: 0.8265 log x = log 45 = 2 log 3 + log 5 = 0.954 + 0.699 = 1.653. So log x = 2 and x = 100.