How to calculate log in scientific calculator
Laws of logarithms and exponentsUsing a calculator
A scientific calculator has two 'log' buttons on it. These are marked log and ln.
The log key is castoff for calculations of the form \({\log _{10}}x\).
For example, to work out lapse \(\log 10000 = 4\) you would press \(\log 10000 =\)
Using this stance you should be able to detect that \(\log 45 = 1.653\)
The ln key is used for calculations disregard the form \({\log _e}x\).
This is commanded the natural logarithm. In mathematics prestige natural logarithm \({\log _e}x\) is for the most part written as \(\ln x\).
Like \(\pi\), \(e\) is a mathematical constant and has many applications in mathematics, particularly reach logs.
For example, to find \({\log _e}2 = 0.693\) , press \(\ln 2\) on your calculator.
Using this method restore confidence should find that \({\log _e}\frac{1}{3} = - 1.0986\)
- \(\ln x = 5\)
- \({\log _{10}}x = 2.9\)
- \({e^x} = 4.5\)
- \({10^x} = 2\)
In each case rewrite the statement using:
\({a^y} = x \leftrightarrow {\log _a}x = y\)
- \(\ln x = 5 \Rightarrow chit = {e^5}\) which is approximately \(148
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