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v5.0
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    v5.0

      Trigonometric Functions

      acos()

      Computes the angle in radians whose cosine is a given number, the output radians will be in the range [0, 𝜋]. If you need the result in degrees, which is in the range [0º, 180º], you can convert it using the degrees() function.

      Syntax acos(<num>)
      Arguments Name Type Description
      <num> Numeric The cosine value in the range of [-1,1]
      Return Type DOUBLE
      return acos(0.5) * 180 / pi() as degree
      

      Result:

      degree
      60

      asin()

      Computes the angle in radians whose sine is a given number, the output radians will be in the range [-𝜋/2, 𝜋/2]. If you need the result in degrees, which is in the range [-90º, 90º], you can convert it using the degrees() function.

      Syntax asin(<num>)
      Arguments Name Type Description
      <num> Numeric The sine value in the range of [-1,1]
      Return Type DOUBLE
      return asin(0.5) * 180 / pi() as degree
      

      Result:

      degree
      30

      atan()

      Computes the angle in radians whose tangent is a given number, the output radians will be in the range [-𝜋/2, 𝜋/2]. If you need the result in degrees, which is in the range [-90º, 90º], you can convert it using the degrees() function.

      Syntax atan(<num>)
      Arguments Name Type Description
      <num> Numeric The tangent value
      Return Type DOUBLE
      return atan(1) * 180 / pi() as degree
      

      Result:

      degree
      45

      cos()

      Computes the cosine of an angle expressed in radian, the output will be in the range [-1, 1]. If you has an angle in degree, you can convert it to radians using the radians() function.

      Syntax cos(<radians>)
      Arguments Name Type Description
      <radians> Numeric The angle expressed in radian
      Return Type DOUBLE
      return cos(60 * pi() / 180)
      

      Result:

      cos(60 * pi() / 180)
      0.5

      cot()

      Computes the cotangent of an angle expressed in radian, the output will be in the range (−∞, −1] ∪ [1, +∞). If you has an angle in degree, you can convert it to radians using the radians() function.

      Syntax cot(<radians>)
      Arguments Name Type Description
      <radians> Numeric The angle expressed in radian; cot(0) is undefined
      Return Type DOUBLE
      return cot(45 * pi() / 180)
      

      Result:

      cot(45 * pi() / 180)
      1

      sin()

      Computes the sine of an angle expressed in radian, the output will be in the range [-1, 1]. If you has an angle in degree, you can convert it to radians using the radians() function.

      Syntax sin(<radians>)
      Arguments Name Type Description
      <radians> Numeric The angle expressed in radian
      Return Type DOUBLE
      return sin(30 * pi() / 180)
      

      Result:

      sin(30 * pi() / 180)
      0.5

      tan()

      Computes the tangent of an angle expressed in radian, the output will be in the range (−∞, +∞). If you has an angle in degree, you can convert it to radians using the radians() function.

      Syntax tan(<radians>)
      Arguments Name Type Description
      <radians> Numeric The angle expressed in radian
      Return Type DOUBLE
      return tan(45 * pi() / 180)
      

      Result:

      tan(45 * pi() / 180)
      1
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