Question 4: Find the value of \(x\):
\((i)\) \(\quad\) \(log\ x = 0.0065 \)
Solution:
\[log\ x = 0.0065\]
Taking antilog on both sides
\[\text{anti-log}(\text{log}x)=\text{anti-log}(0.0065)\]
\[x=1.015\]
Question 4: Find the value of \(x\):
\((i)\) \(\quad\) \(log\ x = 0.0065 \)
Solution:
\[log\ x = 0.0065\]
Taking antilog on both sides
\[\text{anti-log}(\text{log}x)=\text{anti-log}(0.0065)\]
\[x=1.015\]