Examples of 'tangent function' in a sentence
Meaning of "tangent function"
tangent function - in mathematics, a trigonometric function that relates the sides of a right triangle
How to use "tangent function" in a sentence
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tangent function
Tan is the tangent function calculated in radians.
So the blue line is the tangent function.
As the tangent function we looked for.
It starts with the inverse tangent function.
The tangent function is abbreviated as tan.
We can use the tangent function.
The tangent function is denoted by tan x.
This process applies the trigonometric tangent function.
The tangent function is defined by.
What part of an inverse tangent function.
The tangent function is periodic.
The hyperbolic tangent function.
The tangent function has a parent graph just like any other function.
This is a consequence of the periodic nature of the tangent function.
Where the hyperbolic tangent function can be replaced by any sigmoid function.
See also
The two summations are divided to yield a tangent function term.
Tangent function is basically a periodic function which is a very crucial part of trigonometry in mathematics.
The arctan function represent the inverse of the tangent function.
First we define a tangent function for the angle between two unit direction vectors.
And now to really hit the point home let us do the tangent function.
And the tangent function calculates the ratio of the opposite side and the adjacent side.
There is a very interesting visual proof that the tangent function satisfies this differential equation.
And the trig function that uses the opposite and the adjacent is the tangent function.
The tangent function is defined by tan x =.
Each set of paired data was fitted to the hyperbolic tangent function used by Desjardins.
The tangent function is defined as tan θ = yx.
ArcTan is the inverse tangent function.
The tangent function is also periodic, but its period is π.
In this lesson, we will consider the tangent function.
I feel like an inverse tangent function that 's approaching an asymptote.
The arc-tangent is the inverse of the tangent function.
What part of an inverse tangent function approaching an asymptote did you not understand?
There is the cosine function, and there is the tangent function.
I feel somewhat like an inverse tangent function that 's approached an asymptote.
Lambert 's proof exploited a continued-fraction representation of the tangent function.
If noise power stays low, the hyperbolic tangent function can be approximated using a signum function.
Gauss 's continued fraction - a continued fraction definition for the tangent function.
Not really . I feel like an inverse tangent function that 's approaching an asymptote.
The tangent function is often abbreviated as “ tan . ”.
I feel somewhat like an inverse tangent function - Not really.
Because a tangent function becomes undefined at pi over 2 and at minus pi ever 2.
James Gregory develops a series expansion for the inverse tangent function and discovers Taylor 's theorem.
I feel somewhat like an inverse tangent function that's approaching an asymptote. Not really.
Oh, I am forgetting the tangent function.
I feel like an inverse tangent function that 's approaching an asymptote . - Stuck?
Absolutely right . - The tangent function.
Arctan, arc tangent function.
Example, “ I feel somewhat like an inverse tangent function approaching an asymptote . ”.
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Provides the tangent arc of a real value
Tangent line to the graph of a function at a point
We took the tangent to the central area
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He could not function any other way
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