| 释义 |
Definition of common logarithm in English: common logarithmnoun A logarithm to the base 10. Example sentencesExamples - But while common logarithms are the basis of the slide rule, natural logarithms will turn up when we examine more advanced scales.
- Logarithms with base ‘e’ are called common logarithms and it is written as y = ln x.
- I suspect that this is because, before the advent of electronic calculators, people used tables of common logarithms to carry out calculations involving many multiplications and divisions.
- The first table of common logarithms was compiled by the English mathematician Henry Briggs.
- The notation is used by physicists, engineers, and calculator keypads to denote the common logarithm.
- For a project I need some Math functions, especially the exponential function and the common logarithm.
- When dealing with common logarithms, the expression log 10 is usually simplified to log.
- It is relatively easy to convert common logarithms to natural logarithms or vice versa, if necessary.
Definition of common logarithm in US English: common logarithmnoun A logarithm to the base 10. Example sentencesExamples - For a project I need some Math functions, especially the exponential function and the common logarithm.
- Logarithms with base ‘e’ are called common logarithms and it is written as y = ln x.
- It is relatively easy to convert common logarithms to natural logarithms or vice versa, if necessary.
- The first table of common logarithms was compiled by the English mathematician Henry Briggs.
- The notation is used by physicists, engineers, and calculator keypads to denote the common logarithm.
- When dealing with common logarithms, the expression log 10 is usually simplified to log.
- But while common logarithms are the basis of the slide rule, natural logarithms will turn up when we examine more advanced scales.
- I suspect that this is because, before the advent of electronic calculators, people used tables of common logarithms to carry out calculations involving many multiplications and divisions.
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