Solve the following logarithms expression.
- 3x = 25
- log2x = 10
- If you remember the laws of logarithms, you may notice that sometimes logarithms expression can be written in different ways.
- Example, you can see from below on how the logarithm expression can be simplied when logorithms with same base be added or subtracted from one another.
The laws of logarithms
- logam + logan = loga(m * n) = logamn
- logam – logan = loga(m / n)
- logamb = b*logam
- loga1 = 0
- logaa = 1
- alogax = x
- logax = logbx/logba
- x = 2.929
- x = 1.465
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