Examples of using Logarithmic in English and their translations into Arabic
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It is a logarithmic series.
Logarithmic Expressions and Equations.
It has a shape of a logarithmic graph.
Great logarithmic average temperature difference.
Example 4(using properties of logarithmic functions).
People also translate
So our logarithmic properties.
Examples of the solution of the simplest logarithmic equations.
This is a logarithmic way of writing this truth… is equal to b.
Mean value of the standard logarithmic distribution.
Definition: the Logarithmic function is a function of the form where.
Standard deviation of the standard logarithmic distribution.
Logarithmic function, graph of logarithmic function Cubens.
Thus, we may do binary searches in this sequence in logarithmic time.
Set theory, logarithmic, and geographic… every kind of cipher.
A nautilus shell, one of nature's many examples of a logarithmic spiral.
Logarithmic: Fits best when there is a logarithmic relationship.
Probability value for which the standard logarithmic distribution is to be calculated.
Logarithmic inequality rozwadowska as well as the logarithmic equations.
Do scientific operations such as trigonometric, logarithmic and exponential functions.
Definition: Logarithmic equation- an equation in which the variable is under the sign of logarithm.
Ralph Hartley suggested the use of a logarithmic measure of information in 1928.
What is dBV? A logarithmic voltage ratio with a reference voltage of V0 = 1.0000 volt ≡ 0 dBV.
Set the axis to a logarithmic or linear scale(see Logarithmic Scale).
Solve logarithmic equations including some challenging questions. Detailed solutions provided.
So good to be able rozwiazywanie logarithmic equations, you need to be able to control the reference ratio of the logarithm.
The logarithmic nature of the decibel makes it very convenient to represent the power and power ratio.
So good to be able rozwiazywanie logarithmic inequality, you need to be able to control the reference ratio of the logarithm.
The logarithmic tables were subsequently published in English, French and German in 1876.
Definition: Logarithmic inequality- inequality in which the variable is under the sign of logarithm.
On the basis of logarithmic returns we have calculated mean returns and standard deviations of returns for six rows of data.