Examples of 'arcsine' in a sentence
Meaning of "arcsine"
arcsine (noun) - In mathematics, arcsine is the inverse trigonometric function that determines the angle whose sine is a given number. It is denoted as sin^-1
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- Any of several single-valued or multivalued functions that are inverses of the sine function. Symbol: arcsin, sin⁻¹
How to use "arcsine" in a sentence
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arcsine
Percentage data were arcsine transformed prior to analysis.
You could also use the arcsine.
Percentage data was arcsine transformed prior to analysis.
But now they wanna know the arcsine.
The sine of the arcsine of x is also going to be x.
Let me do another arcsine.
Returns the arcsine of x in radians.
Arcsine gives us.
Huber describes the use of a hyperbolic arcsine function in variance stabilization.
And arcsine and this are definitely not the same thing.
Line shows the least squares regression fitted after arcsine transformation of the data.
Lung scores were arcsine transformed to improve the distribution of the residuals.
This is one of the Lévy arcsine laws.
Specifies the arcsine of the number in the Input box.
This is clearly the case when the distribution is U shaped like the arcsine distribution.
See also
ASIN Returns the arcsine of a number.
So given that, we now understand what arcsine is.
In terms of sine and arcsine with period p and amplitude a,.
When the activity is speed, the conversion is advantageously of the arcsine type.
The percentage data were subjected to ANOVA after arcsine square root percentage transformation.
If arcsine x equals 2 arc cosinex.
So if I am taking the arcsine of something.
Arcsine of y over 2 is equal to t.
Transformations ( ranking arcsine of the square root ) were applied when appropriate.
When the activity is power, the conversion is advantageously of the arcsine squared type.
Call asn ; get arcsine to find the angle.
With this implementation, the following sign relationships between the arcsine and arccosine arguments exists,.
The standard arcsine distribution is a special case of the beta distribution with α β 1/2.
For the analysis, proportions data were previously transformed to arcsine of its square root . FIG.
If arcsine x equals 2 arc cosinex, Thenx equals.
The curves dv 1 and dv 2 have the form of an ArcSine function.
The arcsine distribution on, which is a special case of the Beta distribution if a 0 and b 1.
That 's what arcsine is.
This doesn't mean sine to the negative 1. You could also use the arcsine.
So it 's the inverse sine, or the arcsine of that number right over there.
Arcsine of the square root of 2 over 2 is equal to pi over 4.
For example, when trying to calculate the arcsine of 2, the result is the negative infinity.
So arcsine of anything, let us say, y.
This is a particular problem for ANOVA of arcsine square-root-transformed data.
So it 's the cosine of arcsine of y over 2.
