Examples of 'trigonometric function' in a sentence
Meaning of "trigonometric function"
Trigonometric function: A mathematical function that relates to the angles and sides of triangles. Common trigonometric functions include sine, cosine, and tangent, which are used to calculate unknown angles or side lengths in mathematical and scientific contexts
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- Any function of an angle expressible as the ratio of two of the sides of a right triangle that has that angle (e.g., sine), or that subtracts 1 from such a ratio or subtracts such a ratio from 1 (e.g., coversed sine).
How to use "trigonometric function" in a sentence
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trigonometric function
Find the limit of the trigonometric function.
A trigonometric function is a method of determining the trigonometric ratio.
Find the ratio of a trigonometric function.
Arc sin trigonometric function involving operations with radian degrees.
Press a key to select its inverse trigonometric function.
Find the trigonometric function values.
Its direction can be determined using a trigonometric function.
Sine is a trigonometric function.
Let us look at an example of an exponential function with a trigonometric function.
Find the exact value of a trigonometric function using a calculator.
The number can also be expressed by taking the Taylor series of a trigonometric function.
Let us make it a trigonometric function.
Write a trigonometric function that models the temperature capital T in Johannesburg lowercase t hours after midnight.
State the domain and range of a trigonometric function.
The sign of a trigonometric function depends on the quadrant that the angle falls in.
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Define the inverse of a trigonometric function.
Determine which trigonometric function will work best for the design you are creating.
The first term involves the trigonometric function sine.
Sine and cosine trigonometric function table generating the local carrier P I ;.
Simple harmonic motion is something that can be described by a trigonometric function like this.
The inverse trigonometric function.
But we are tired of dealing with exponent functions, so let us make it a trigonometric function.
With square cube inverse square root with trigonometric function with logarithm or exponential.
For instance, the SIN button contains SIN-1 which is the inverse of the trigonometric function.
In mathematics, the sine is a trigonometric function of an angle.
In addition, the trigonometric function in equation ( 4 ) can be easily approximated by a table lookup function.
It is a process of finding rate of change of trigonometric function with respect to a variable.
Rewrite the trigonometric function tan (x) in terms of the sine function.
The effect is to replace one multiplication and one trigonometric function with a single division.
Trigonometric function key sin, cos, tan.
Trigonometric identities Relations between trigonometric function which hold for any angle.
Each trigonometric function in terms of the other five . [ 1 ].
The Period and Amplitude of a trigonometric function.
Each trigonometric function in terms of each of the other five . [ 4 ].
It 's the derivative of a trigonometric function.
F ( Y ) is a trigonometric function of the angle Y, for example equal to 1/cosY.
An online calculator to calculate inverse trigonometric function arccos ( x ) in radians and degrees.
Sine, related to the side opposite the angle Trigonometric function.
Second, it reduces the number of trigonometric function calls required thereby reducing processing requirements.
A multiplication took 6 seconds, a division took 15.3 seconds, and a logarithm or a trigonometric function took over one minute.
Arctan(x) Calculator. Calculate inverse trigonometric function arctan(x) in radians and degrees.
Euler 's equation ( formula ) shows a deep relationship between the trigonometric function and complex exponential function.
Arccos(x) Calculator. Calculate inverse trigonometric function arccos(x) in radians and degrees.
Arcsin(x) Calculator. Calculate the inverse trigonometric function arcsin(x) in radians and degrees.
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Examples of using Trigonometric
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Proving trigonometric inequalities using different methods
We can now use the trigonometric identity
Proving trigonometric identities using different methods
