Examples of 'arctangent' in a sentence
Meaning of "arctangent"
Arctangent (adjective) - Relating to the trigonometric function that is the ratio between the length of the side opposite an angle in a right triangle and the length of the adjacent side
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- Any of several single-valued or multivalued functions that are inverses of the tangent function. Symbol: arctan, tan⁻¹
How to use "arctangent" in a sentence
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arctangent
Two embodiments of the arctangent calculator are disclosed.
The arctangent is the angle whose tangent is value.
The exact roof slope in degrees is given by the arctangent.
Arctangent function with location parameter.
This results in an approximately symmetrical distribution of values of the arctangent.
Just take the arctangent of both sides of this equation.
So let us think about a unit circle so we can really visualize the arctangent function.
Arctangent functions are expressed in degrees.
This method returns the arctangent of the quotient of its arguments.
Arctangent function is expressed in degrees.
The angle was obtained by taking the arctangent of the height divided by the radius.
An arctangent calculator is realized without using an multiplier or a conversion table.
A trigonometrical calculation based on the arctangent function yields a sampled law of the asymmetrical sawtooth type.
Arctangent addition formula.
Atn Returns the arctangent of the specified number.
See also
Arctangent of the number.
Returns the arctangent of X in radians.
Po = the pressure of the point of inflection of the arctangent relationship, and.
Note that the arctangent function is also expressed in degrees.
Trigonometry also touches on inverse functions such as arcsine, arccosine, and arctangent.
The ArcTanGent festival.
The same comparison applies to the number of arctangent calculations, which are the same.
The angle is the arctangent of the vertical component divided by the horizontal component.
In a variety of computer languages, the function atan2 is the arctangent function with two arguments.
Calculate the arctangent of the result from the previous step.
Advantageously, a receiver according to the invention comprises a subcarrier-phase estimator of the arctangent type.
The arctangent calculation returns a value within the first and fourth quadrants.
Two alternatives to the power series for arctangent are these generalized continued fractions,.
Variant, Continued fractions for arctangent.
Speifies the arctangent of the number in the Input box.
We set the constraint that theta is equal to arctangent of x/5.
Return the arctangent of y / x in radians.
The normalized signal is coupled to the arctangent analyzer 91.
You get that the arctangent of x over 6 is equal to the theta.
Two-argument variant of arctangent.
In addition, said arctangent function is dependent on the age and sex of the patient.
Definition, Returns the arctangent of a number.
The single-argument arctangent function can not distinguish between diametrically opposite directions.
So, I actually need to do the arctangent of this number.
Receiver as claimed in claim 15, wherein the subcarrier-phase estimator is of the arctangent type.
Inverse trigonometric functions arcsine, arccosine and arctangent are quadrant-ambiguous, and results should be carefully evaluated.
The arctangent analyzer 91 outputs a phase angle derived from the complex ( number ) error signal.
The use of the arctangent relationship,.
Finally, let us look at arctangent.
I will return arctangent (in radians) of a number.
Crater creator . Arctangent.
Or I could write the arctangent of minus 1 is equal to minus 45 degrees.
Calculate pi using the builtin arctangent function, a ( ).
So arctangent of 0 is 0 radians.
Theta 's just equal to the arctangent x over 6 plus c.
