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A complex number is known as a number containing of a real part and an imaginary part. The idea behind complex numbers extends one dimensional number line to complex plane using number line as a real part and imaginary part by adding vertical axis.

Defining Complex Number: x + iy, where x, y are real numbers and i  is known as complex number. The study of complex numbers includes Algebra of complex numbers, addition, muDefining Complex Number: x + iy, where x, y are real numbers and i  is known as complex number. The study of complex numbers includes Algebra of complex numbers, addition, multiplication,, polar representation conjugation, properties of modulus and principal argument, triangle inequality, geometric interpretations, cube roots of unity etc. The problem of complex numbers is not quite easy; sometimes it takes time and students stuck with complex numbers mathematics problems. We at Expertsmind.com have qualified and experienced mathematics experts who are helping students in solving their complex number toughest problems facing in their studies. We offer complex number math assignment help, complex number theory and problems homework help, math solutions and instant complex number math project assistance with step by step answers. Math experts at Expertsmind.com are very talented and they are familiar with student’s problems and doubts, they make easy math solutions for you providing tricks and concepts to solve math problems. Get solved complex number assignments, home works and problems from experts and get best tuition with math experts at Expertsmind.com.

Complex Numbers and Basic Concepts eal parts and imaginary parts are equal separately for example a + ib = c + id that means a = c and b = d.

• There is no relation between complex numbers or the expressions of the type a + ib < ( or > ) c + id are meaningless.

• Real number can be written as a + i.0, Thus every real number can be considered as a complex number whose imaginary part is equal to zero. Thus we can say the set R of real numbers is considered proper subset of the complex numbers C.