Examples of using Logarithms in English and their translations into Hungarian
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Do you understand logarithms?
Logarithms of complex numbers.
Napier invented logarithms.
Now take logarithms of both sides.
John Napier invents logarithms.
We can take logarithms on both sides.
John Napier invented logarithms.
Logarithms only for positive numbers.
And the relation between arguments and logarithms.
Logarithms only for positive numbers.
Who bothers to use logarithms today, you might ask?
Logarithms only for positive numbers!
This topic block introduces logarithms, limits, differentiation and integration.
Logarithms are derived for positive numbers only.
Examples of such tasks include factoring large integers, or computing discrete logarithms.
Logarithms are defined only for positive numbers!
Al-Khawarizmi(780-850CE) was a great scholar in the fields of mathematics, algebra, logarithms and geometry.
Taking logarithms of both sides, it is clear that.
Logarithms to the base 10 are known as common logarithms.
By simplifying difficult calculations, logarithms contributed to the advance of science, and especially of astronomy.
Logarithms are easy to compute in some cases, such as log10(1000)= 3.
Remember that logarithms are defined only for positive real numbers!
Logarithms have many applications inside and outside mathematics.
Leibniz discussed logarithms of negative numbers with Johann Bernoulli.
Logarithms can be defined for any positive base other than 1, not only e.
Like all logarithms, the natural logarithm maps multiplication into addition.
Logarithms are useful in solving equations in which exponents are unknown.
Remember that logarithms were developed before automatic mechanical or electronic computers were available.
Logarithms can be used to solve algebraic equations where the unknown is in the index.
And logarithms are only defined for positive values of!