Use a calculator to find each common logarithm. Express answer to four decimal places. $\log x = 4.1655$
A) 14,638.6385
B) 14,638.6103
C) 14,638.6154
D) 14,638.5827
E) 14,638.5522

Question

Quizplus · Accepted Answer

Using the logarithmic identity $\log_{10} x=y$ is equivalent to $x=10^y$, we have $x=10^{4.1655}=14,638.6154$. Therefore, the answer is choice C, which is the closest to the calculated value.

Use a Calculator to Find Each Common Logarithm log⁡x=4.1655\log x = 4.1655logx=4.1655

Use a Calculator to Find Each Common Logarithm $\log x = 4.1655$