arcsine
- noun
- /ˈɑrkˌsaɪn/
- Specialized
- The former variable was transformed to approximate normality, using a standard transformation for percentage data (arcsine of the square root of x, multiplied by 57.2957).
- arcsine transform
Examples
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So we'll get Y equals cosine of arcsine of the square root of X.
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So we get Theta is equal to arcsine of X.
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So first the inverse sine function is called Y equals arcsine of X.
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To find the angle whose sine is 0.5, use the arcsine function, which gives you 30 degrees.
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In trigonometry, the arcsine of a number is the angle whose sine is that number.
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The calculator has a button for arcsine, which allows you to easily compute angles from sine values.
Synonyms
An angle whose sine is a given number
An angle whose sine equals a given number
A way to find the angle whose sine equals a given number
Surface Forms
Morphology
Etymology
The word arcsine comes from two parts, arc and sine; an 'arc' is a 'piece of a circle', so arcsine is a way to find the 'arc' or 'angle' on the circle that has that sine value. So, the arcsine function gives the angle whose sine is a given number.