Trigonometric Functions | |
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acos() | |
double acos(double $dNumber) | |
This function returns the inverse cosine of $dNumber. The domain of the function is [-1, 1] and the range is [0, π]. | |
Argument | Description |
double $dNumber | This is the independent variable value. |
asin() | |
double asin(double $dNumber) | |
This function returns the inverse sine of $dNumber. The domain of the function is [-1, 1] and the range is [-π⁄2, π⁄2]. | |
Argument | Description |
double $dNumber | This is the independent variable value. |
atan2() | |
double atan2(double $dSin, double $dCos) | |
This function returns the inverse tangent of $dSin/$dCos. The domain of the function is (-∞, ∞) for both variables. The simple inverse tangent function that takes only one value has a smaller range of (-π⁄2, π⁄2), but this function uses the signs of the arguments to select a value in the range (-π, π]. These range values correspond to the unit circle with (-π⁄2, π⁄2) selected when $dCos > 0. | |
Argument | Description |
double $dSin | This is the independent variable value for the numerator. |
double $dCos | This is the independent variable value for the denominator. |
atan() | |
double atan(double $dNumber) | |
This function returns the inverse tangent of $dNumber. The domain of the function is (-∞, ∞) and the range is (-π⁄2, π⁄2). | |
Argument | Description |
double $dNumber | This is the independent variable value. |
cos() | |
double cos(double $dNumber) | |
This function returns the cosine of $dNumber. The domain of the function is (-∞, ∞) and the range is [-1, 1]. | |
Argument | Description |
double $dNumber | This is the independent variable value. |
sin() | |
double sin(double $dNumber) | |
This function returns the sine of $dNumber. The domain of the function is (-∞, ∞) and the range is [-1, 1]. | |
Argument | Description |
double $dNumber | This is the independent variable value. |
tan() | |
double tan(double $dNumber) | |
This function returns the tangent of $dNumber. The domain of the function is (-∞, ∞), except for n*π + π⁄2 for n ∈ ℤ, and the range is (-∞, ∞). | |
Argument | Description |
double $dNumber | This is the independent variable value. |
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