Python program to Return the real part of the complex argument

Last Updated : 29 Nov, 2022

Given a complex number, the task is to write a Python Program to return the real part of the complex argument.

What is a Complex number?

Complex numbers are those numbers that are written in the format a+ib, where 'a' and 'b' are real numbers and 'i' is the imaginary part called "iota." (√-1) is the value of i.

In Python, Imaginary numbers can be created by using the complex() function, and the real part is returned using the .real attribute. In the article, we are using a NumPy array to create imaginary numbers and using the numpy.real() function to get the real component from it.

Method 1:

In this example, we can create a complex number using the complex() function. and return a real number with the help of the .real attribute.

Python3

# creating an imaginary number.
imaginary_number = complex(1+2j)

# returning the real part of the
# imaginary number
print('Real part of the imaginary number is : '+str(imaginary_number.real))

Output:

Real part of the imaginary number is : 1.0

Method 2:

In this example, we can create a complex number using a NumPy array and return its dimensions, datatype, shape, and real number.

Python3

import numpy as np

# Creating an array of imaginary numbers
array = np.array([1.+2.j , 2.+3.j , 4.+5.j])
print(array)

# dimension of the array
print("The dimension of the array is : ",array.ndim)

# Datatype of the array
print("Datatype of our Array is : ",array.dtype)

# shape of the array is
print("Shape of the array is : ",array.shape)

# numpy is real() method is used to return the 
# real part of the imaginary numbers in the array
print("real part of the imaginary numbers in the array is :",np.real(array))

Output:

[1.+2.j 2.+3.j 4.+5.j]
The dimension of the array is :  1
Datatype of our Array is :  complex128
Shape of the array is :  (3,)
real part of the imaginary numbers in the array is : [1. 2. 4.]

Method #3: Using slicing

Python3

# creating an imaginary number.
imaginary_number = complex(55-2j)

string_imaginaryNumber = str(imaginary_number)
# Find the index of positive operator or negative operator
# between real and imaginary part
if('+' in string_imaginaryNumber):
    index = string_imaginaryNumber.index('+')
else:
    index = string_imaginaryNumber.index('-')
# returning the real part of the
# imaginary number
print('Real part of the imaginary number is : ' +
      str(string_imaginaryNumber[1:index]))

Output

Real part of the imaginary number is : 55

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Python program to Return the real part of the complex argument

What is a Complex number?

Method 1:

Method 2:

Method #3: Using slicing

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