Hyperbolic sine : The sh function allows to calculate online the hyperbolic sine of a number.
Syntax :sh(x), x is a number.
Other notation sometimes used : sinh
Examples :sh(`2`), returns 3.62686040785
To differentiate function hyperbolic sine online, it is possible to use the derivative calculator which allows the calculation of the derivative of the hyperbolic sine function
The derivative of sh(x) is derivative(`"sh"(x)`)=`"ch"(x)`
Antiderivative calculator allows to calculate an antiderivative of hyperbolic sine function.
An antiderivative of sh(x) is antiderivative(`"sh"(x)`)=`"ch"(x)`
The limit calculator allows the calculation of limits of the hyperbolic sine function.
The limit of sh(x) is limit(`"sh"(x)`)
The graphing calculator is able to plot hyperbolic sine function in its definition interval.
The calculator allows you to use most hyperbolic functions, it is possible to calculate the hyperbolic cosine (noted ch or cosh), the hyperbolic sine (noted sh or sinh ), the hyperbolic tangent (noted th or tanh ), and the hyperbolic cotangent (noted coth or cotanh ).
The hyperbolic sine function is written sh, it is defined by the following formula :
`sh(x)=(exp(x)-exp(-x))/2`
exp is the notation of the exponential function.
The hyperbolic sine calculator allows through the sh function to calculate online the hyperbolic sine of a number.
To calculate the hyperbolic sine of a number, just enter the number and apply the sh function. For calculating the hyperbolic sine of the next number 0, enter sh(`0`) or directly 0, if the button sh appears already, the result 0 is returned.
The derivative of the hyperbolic sine is equal to ch(x).
The antiderivative of the hyperbolic sine is equal to ch(x).