Examples of 'logarithms' in a sentence
Meaning of "logarithms"
A logarithm is a mathematical function that gives the power to which a fixed number, called the base, must be raised to produce a given number
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- plural of logarithm
How to use "logarithms" in a sentence
Basic
Advanced
logarithms
Logarithms can be used to make calculations easier.
In the beginning he called logarithms as artificial numbers.
Logarithms are related to musical tones and intervals.
Data were transformed to logarithms for statistical analysis.
Logarithms occur in definitions of the dimension of fractals.
Computing discrete logarithms is closely related to factoring.
Logarithms and exponential functions of any base.
Performs common and natural logarithms calculation.
Take logarithms of both sides of the equation.
I have been working on deciphering the ancient logarithms.
Logarithms can turn multiplications into additions.
Is replaced by bits and bytes and logarithms.
All logarithms grow at the same rate.
Examples are squaring the values or taking logarithms.
Taking logarithms of both sides of this expression.
See also
Higher bases give smaller iterated logarithms.
Indiscreet logarithms in finite fields of small characteristic.
They just started the unit on logarithms.
Using complex logarithms and complex exponentials.
Then somebody doing square roots or logarithms.
Is the mean value of logarithms of speeds vi.
All variables were transformed into natural logarithms.
Logarithms can be calculated using the log function.
Compute exponentials and logarithms to any base.
Decimal logarithms are used in mathematical calculations.
Now we have to go through some properties of logarithms.
The history of logarithms is not just a lesson in math.
Log is the symbol of the neperian logarithms.
Just so you know logarithms are useful.
Solve exponential equations using natural logarithms.
His field was complex logarithms applications.
This is one of the fundamental properties of logarithms.
A deeper study of logarithms requires the concept of a function.
Solve equations involving exponents and logarithms.
Subtraction of logarithms is the same as division.
Lncollect takes as argument an expression with logarithms.
Decimal logarithms are most often found in practical calculations.
Main tools for working with logarithms.
Remember that logarithms essentially convert multiplication to addition.
Solving a set of equations containing sums of logarithms.
Demonstrate an understanding of logarithms and the laws of logarithms.
Solve each of these problems using logarithms.
Use logarithms to address many equations.
Is based on calculating discrete logarithms in a finite field.
Logarithms and their use in the real world.
Use additional properties of logarithms when necessary.
If logarithms are added on both sides of the equality we obtain.
Use the laws of logarithms to evaluate.
All the variables used are in logarithms.
Logarithms can even be used instead of eyedrops after swimming.
