N = 7.35 ln in row 1; N Equals ln(7.35) = 1.995 logarithmic N = log(7.35) (7.35) To solve many chemical problems, logarithms and antilogarithms must be used.
The bases of logarithm and antilog are both 2.7183. Logarithms and antilogarithms with bases of 10 need be multiplied by 2.303 to create natural logarithms and antilogarithms.
For both numbers, the base must be the same. Log b x y = p - q (= log b x - log b y is the outcome of taking logs on both sides. The inverse function of the difference in the two numbers' logarithms is what is used to divide them.
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