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74 CHAPTER 3. LANGUAGE<br />
of the operands is ØÖÙ (1). Ð ÜÓÖ Ð return ØÖÙ (1) if exactly one of both operands is true.<br />
ÒÓØ Ð returns ØÖÙ (1) if the input is Ð× (0), and Ð× (0), if the input is ØÖÙ (1).<br />
3.5.10 Trigonometric Functions<br />
All these functions work on tuples of numbers as arguments. The input can either be of type<br />
ÒØÖ or ÖÐ. However, the resulting type will be of type ÖÐ. The functions are applied<br />
to all tuple values and the resulting tuple has the same length as the input tuple. For ØÒ¾<br />
the two input tuples have to be of equal length. Table 3.15 shows the provided trigonometric<br />
×Ò´µ sine of <br />
Ó×´µ cosine of <br />
ØÒ´µ tangent of <br />
×Ò´µ arc sine of in the intervall [ ¾¾℄, ¾ ½ ½]<br />
Ó×´µ arc cosine in the intervall [ ¾¾℄, ¾ ½ ½]<br />
ØÒ´µ arc tangent in the intervall [ ¾¾℄, ¾ ½ ½]<br />
ØÒ¾´¸µ arc tangent / in the intervall [ ℄<br />
×Ò´µ hyperbolic sine of <br />
Ó×´µ hyperbolic cosine of <br />
ØÒ´µ hyperbolic tangent of <br />
Table 3.15: Trigonometric functions<br />
functions. For the trigonometric functions the angle is specified in radians.<br />
3.5.11 Exponential Functions<br />
All these functions work on tuples of numbers as arguments. The input can either be of type<br />
ÒØÖ or ÖÐ. However, the resulting type will be of type ÖÐ. The functions are applied<br />
to all tuple values and the resulting tuple has the same length as the input tuple. For ÔÓÛ<br />
and ÐÜÔ the two input tuples have to be of equal length. Table 3.16 shows the provided<br />
ÜÔ´µ<br />
ÐÓ´µ<br />
ÐÓ½¼´µ<br />
ÔÓÛ´½¸¾µ<br />
ÐÜÔ´½¸¾µ<br />
exponential function <br />
natural logarithm ÐÒ´µ, ¼<br />
decadic logarithm, ÐÓ ½¼´µ, ¼<br />
½ ¾<br />
½ ¡¾ ¾<br />
Table 3.16: Exponential functions<br />
exponential functions.<br />
3.5.12 Numerical Functions<br />
The functions ÑÒ and ÑÜ select the minimum and the maximum values of the tuple values.<br />
All values either have to be of type ×ØÖÒ, orÒØÖ/ÖÐ. It is not allowed to mix strings<br />
<strong>HDevelop</strong> / 2000-11-16