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Kotlin example for Beginners – Kotlin Program to Add Two Complex Numbers

By on Friday, May 7, 2021

Kotlin Program to Add Two Complex Numbers by Passing Class to a Function

In this program, you’ll learn to add two complex numbers in Kotlin by creating a class named Complex and passing it into a function add().

Example: Add Two Complex Numbers


class Complex(internal var real: Double, internal var imag: Double)

fun main(args: Array<String>) {
    val n1 = Complex(2.3, 4.5)
    val n2 = Complex(3.4, 5.0)
    val temp: Complex

    temp = add(n1, n2)

    System.out.printf("Sum = %.1f + %.1fi", temp.real, temp.imag)
}

fun add(n1: Complex, n2: Complex): Complex {
    val temp = Complex(0.0, 0.0)

    temp.real = n1.real + n2.real
    temp.imag = n1.imag + n2.imag

    return temp
}

When you run the program, the output will be:

Sum = 5.7 + 9.5i

In the above program, we created a class Complex with two member variables: real and imag. As name suggests, real stores real part of a complex number and imag stores the imaginary part.

The Complex class has a constructor with initializes the value of real and imag.

We also created a new static function add() that takes two complex numbers as parameters and returns the result as a complex number.

Then, in the calling function main(), we print it using printf() function.

 

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Disclaimer: The information and code presented within this recipe/tutorial is only for educational and coaching purposes for beginners and developers. Anyone can practice and apply the recipe/tutorial presented here, but the reader is taking full responsibility for his/her actions. The author (content curator) of this recipe (code / program) has made every effort to ensure the accuracy of the information was correct at time of publication. The author (content curator) does not assume and hereby disclaims any liability to any party for any loss, damage, or disruption caused by errors or omissions, whether such errors or omissions result from accident, negligence, or any other cause. The information presented here could also be found in public knowledge domains.
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