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Complex numbers have a modulus defined as their distance from the origin in the argand plane. A complex number (z = x + iy) which has x and y as real variables and i = 1 is called a modulus of a complex number (z = x + iy). Complex numbers are also called absolute numbers because of their modulus.Our objective is to illuminate the algebraic and graphic representations of complex numbers along with their formula and examples for a better understanding of moduli. Modulus Function are those modulus gives the absolute value of a number or variable are known as modulus functions. A magnitude is produced based on the number of variables. In addition to being called an absolute value function, it is also called a value function. Regardless of the input, the outcome of this function is always positive. What is the Modulus of a Complex Number? Complex numbers have moduli equal to the square root of the sum of their real and imaginary parts. A complex number z has the modulus 1/2 of its real and imaginary parts, and it is denoted by Z by |z|. In the complex plane, the modulus of z = a + ib corresponds to the distance between the origin (0, 0) and the point (a, b). Complex numbers have a non-negative modulus because the distance is their modulus. Modulus of Complex Number Formula Modulus of a complex number z = x + iy, denoted by |z|, can be found by formula…