## Swift Program to find the hyperbolic arctangent of the given value Updated on 07-Oct-2022 14:52:11
This tutorial will discuss how to write a Swift program to find the hyperbolic arctangent of given radian value − atanh(a) = 1/2 * ln(1+a/1-a) In Swift, we can calculate the hyperbolic arctangent of the given radian value using the in-built atanh() function. This function returns the hyperbolic arctangent value of the specified number. Here, the specified number represents an angle. Syntax Following is the syntax − atanh(Num) Here, the value of Num can be of integer, float, or double type. The value of Num should be in between -1 to 1 range. If the value of Num is ... Read More

## Swift Program to find the hyperbolic arccosine of the given value Updated on 07-Oct-2022 14:49:08
This tutorial will discuss how to write a Swift program to find the hyperbolic arccosine of given radian value. Functions that are the analogs of the trigonometric function is known as hyperbolic function. The inverse of hyperbolic cosine function is known as hyperbolic arccosine function. The mathematical representation of the hyperbolic arccosine function is − acosh(a) = ln(a + √a2 -1) In Swift, we can calculate the hyperbolic arccosine of the given radian value using the pre-defined acosh() function. This function returns the hyperbolic arccosine value of the specified number. Here, the specified number represents an angle. Syntax Following ... Read More

## Swift Program to find the hyperbolic arcsine of the given value Updated on 07-Oct-2022 14:45:45
This tutorial will discuss how to write a Swift program to find the hyperbolic arcsine of given radian value. Functions that are the analogs of the trigonometric function is known as hyperbolic function. The inverse of hyperbolic sine function is known as hyperbolic arcsine function. The mathematical representation of the hyperbolic arcsine function is − asinh(a) = ln(a + √a2 + 1) In Swift, we can calculate the hyperbolic arcsine of the given radian value using the pre-defined asinh() function. This function returns the hyperbolic arcsine value of the specified number. Here, the specified number represents an angle. Syntax ... Read More

## Swift Program to find the arctangent of the given value Updated on 07-Oct-2022 14:42:37
This tutorial will discuss how to write a Swift program to find the arctangent of given radian value. The inverse of tangent function is known as arctangent function. The mathematical representation of the arctangent function is − atan(a) = tan-1(a) = tan-1(opposite side/adjacent Side) In Swift, we can calculate the arctangent of the given radian value using the pre-defined atan() function. This function return the value of the specified number between [-PI/2, PI/2] radians. Here, the specified number represents an angle. Syntax Following is the syntax − atan(Num) Here, the value of Num can be of integer, float, ... Read More

## Swift Program to find the arccosine of the given value Updated on 07-Oct-2022 14:39:34
This tutorial will discuss how to write a Swift program to find the arccosine of given radian value. The inverse of cosine function is known as arccosine function. The mathematical representation of the arccosine function is − acos(a) = cos-1(a) = cos-1(adjacent Side/ hypotenuse) In Swift, we can calculate the arccosine of the given radian value using the pre-defined acos() function. This function returns the value of the specified number between [0, PI] radians. Here, the specified number represents an angle. Syntax Following is the syntax − acos(Num) Here, the value of Num can be of integer, float, ... Read More

## Swift Program to find the arcsine of the given value Updated on 07-Oct-2022 14:36:24
This tutorial will discuss how to write a Swift program to find the arcsine of given radian value. The inverse of the sine function is known as arcsine function. The mathematical representation of the arcsine function is − asin(a) = sin-1(a) = sin-1(Opposite side/Hypotenuse) In Swift, we can calculate the arcsine of the given radian value using the pre-defined asin() function. This function returns the value of the specified number between [-PI/2, PI/2] radians. Here, the specified number represents an angle. Syntax Following is the syntax − asin(Num) Here, the value of Num can be of integer, float, ... Read More

## Swift Program to find the hyperbolic tangent of given radian value Updated on 07-Oct-2022 14:33:32
This tutorial will discuss how to write a Swift program to find the hyperbolic tangent of given radian value. Functions that are the analogs of the trigonometric function is known as hyperbolic function. They are represented in terms of exponential and inverse exponential functions. The mathematical representation of the hyperbolic tangent function is − tanh(a) = ea - e-a /ea + e-a In Swift, we can calculate the hyperbolic tangent of the given radian value using the pre-defined tanh() function. This function returns the hyperbolic tangent value of the specified number. Here, the specified number represents an angle. Syntax ... Read More

## Swift Program to find the hyperbolic cosine of given radian value Updated on 07-Oct-2022 14:30:22
This tutorial will discuss how to write a Swift program to find the hyperbolic cosine of given radian value. Functions that are the analogs of the trigonometric function is known as hyperbolic function. They are represented in terms of exponential and inverse exponential functions. The mathematical representation of the hyperbolic cosine function is − cosh(a) = ea + e-a /2 In Swift, we can calculate the hyperbolic cosine of the given radian value using the pre-defined cosh() function. This function returns the hyperbolic cosine value of the specified number. Here, the specified number represents an angle. Syntax Following is ... Read More

## Swift Program to find the hyperbolic sine of given radian value Updated on 07-Oct-2022 14:26:47
This tutorial will discuss how to write a Swift program to find the hyperbolic sine of given radian value. Functions that are the analogs of the trigonometric function is known as hyperbolic function. They are represented in terms of exponential and inverse exponential functions. The mathematical representation of the hyperbolic sine function is − sinh(a) = ea - e-a /2 In Swift, we can calculate the hyperbolic sine of the given radian value using the pre-defined sinh() function. This function returns the hyperbolic sine value of the specified number. Here, the specified number represents an angle. Syntax Following is ... Read More

## Adding Animations on Scroll with HTML, CSS and AOS.js in JavaScript Updated on 07-Oct-2022 13:52:03
AOS.js (Animation on Scroll) is an animationproviding JavaScript library that makes it easier to add tons of animations by simply changing the name of the class in the div tag in which you want to add an animation. While there are different animation JavaScript libraries out there, AOS.js is probably the simplest of them. In this tutorial, we will explore different types of animations that we can use in AOS.js with the help of different examples. The first category of animations that we will explore are the fading one's. Before we do that, we first need to make sure that ... Read More