# Common Logarithm/Examples

## Examples of Common Logarithm

### Common Logarithm: $\log_{10} 1000$

The common logarithm of $1000$ is:

$\log_{10} 1000 = 3$

### Common Logarithm: $\log_{10} 0 \cdotp 01$

The common logarithm of $0 \cdotp 01$ is:

$\log_{10} 0 \cdotp 01 = -2$

### Common Logarithm: $\log_{10} 2$

The common logarithm of $2$ is:

$\log_{10} 2 \approx 0.30102 \, 99956 \, 63981 \, 19521 \, 37389 \ldots$

### Common Logarithm: $\log_{10} 3$

The common logarithm of $3$ is:

$\log_{10} 3 = 0.47712 \, 12547 \, 19662 \, 43729 \, 50279 \ldots$

### Common Logarithm: $\log_{10} e$

The common logarithm of Euler's number $e$ is:

$\log_{10} e = 0 \cdotp 43429 \, 44819 \, 03251 \, 82765 \, 11289 \, 18916 \, 60508 \, 22943 \, 97005 \, 803 \ldots$

### Common Logarithm: $\log_{10} \pi$

The common logarithm of $\pi$ is:

$\log_{10} \pi = 0.49714 \, 98726 \, 94133 \, 85435 \, 12683 \ldots$

### Common Logarithm: $\log_{10} 2 \cdotp 36$

The common logarithm of $2 \cdotp 36$ is:

$\log_{10} 2 \cdotp 36 = 0 \cdotp 3729$

### Common Logarithm: $\log_{10} 23 \cdotp 6$

The common logarithm of $23 \cdotp 6$ is:

$\log_{10} 23 \cdotp 6 = 1 \cdotp 3729$

### Common Logarithm: $\log_{10} 236$

The common logarithm of $236$ is:

$\log_{10} 236 = 2 \cdotp 3729$

### Common Logarithm: $\log_{10} 2360$

The common logarithm of $2360$ is:

$\log_{10} 2360 = 3 \cdotp 3729$

### Common Logarithm: $\log_{10} 0 \cdotp 236$

The common logarithm of $0 \cdotp 236$ is:

$\log_{10} 0 \cdotp 236 = \overline 1 \cdotp 3729 = -0.6271$

### Common Logarithm: $\log_{10} 0 \cdotp 0236$

The common logarithm of $0 \cdotp 0236$ is:

$\log_{10} 0 \cdotp 0236 = \overline 2 \cdotp 3729 = -1.6271$