Returns the hyperbolic sine of a complex number. template<class Type> complex<Type> sinh( const complex<Type>& _ComplexNum ); Parameters _ComplexNum The complex number whose hyperbolic sine is being determined. Return Value The complex number that is the hyperbolic sine of the input complex num...
computes the inverse hyperbolic sine (arsinhxarsinhx) (function) sinh(std::complex) computes hyperbolic sine of a complex number (sinhzsinhz) (function template) sinh(std::valarray) applies the functionstd::sinhto each element of valarray (function template) C documentationforsinh...
* Returns the sine of a complex number in x + yi or x + yj text format. * * Excel Function: * IMSIN(complexNumber) * *@paramstring $complexNumber The complex number for which you want the sine. *@returnstring|float */publicstaticfunctionIMSIN($complexNumber){ $complexNumber = PHPExc...
Retrieves the inverse hyperbolic sine of a complex number, with branch cuts outside the interval [-i, +i] along the imaginary axis. Syntax CΑντιγραφή _Dcomplexcasinh( _Dcomplex z ); _Fcomplexcasinh( _Fcomplex z );// C++ only_Lcomplexcasinh( _Lcomplex z );// C++ ...
Complex Number Support: Yes More About collapse all Hyperbolic Sine The hyperbolic sine of an angle x can be expressed in terms of exponential functions as sinh(x)=ex−e−x2. In terms of the traditional sine function with a complex argument, the identity is sinh(x)=−isin(ix) ....
This function returns the complex hyperbolic sine of z (complex number).Example 1Following is the basic c program to demonstrate the use of csinh() on a complex number.Open Compiler #include <stdio.h> #include <complex.h> int main() { double complex z = 3.0 + 4.0 * I; // ...
Computes the element-wise hyperbolic sine of vector elements. Description Thesinh(a)function computes hyperbolic sine of vector elements. Data Type Threshold Limitations on Input Parameters single precision -Log(FLT_MAX)-Log(2) <a[i] < Log(FLT_MAX)+Log(2) ...
If no errors occur, the complex arc hyperbolic sine ofzis returned, in the range of a strip mathematically unbounded along the real axis and in the interval[−iπ/2; +iπ/2]along the imaginary axis. Error handling and special values ...
<script>// Any string value as the parameter of the function// gives NaN i.e, not a number// because only number can be used as the parameters.document.write(Math.sinh("geeksforgeeks") +"<br>");document.write(Math.sinh("gfg"));</script> ...
integraliinum_intervalsix0aihx1aihintegralx0x1hintegrala// Upper limit of integrationdoubleb=2.0;// Number of intervals for numerical integrationintnum_intervals=1000;doubleresult=integrate_sinh(a,b,num_intervals);printf("Integral of sinh(x) from %.2lf to %.2lf = %.6lf\n",a,b,result)...