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OBJECTIVE To become familiar with functions, dynamic memory, and structures. SECTIONS: Write the newly added code for the "operator function below; it should be one line like the rest. 1. 2. 3. Operator Overload in the Complex Class Operator Overload in the Matrix Class A Combined Compkex Matrix Class (9 marks) (11 marks) (10 marks) Write the newly added code for the function below Carry out the coding experiment and submit your results on this paper at next week's lab. Before submitting your labs remember to keep a copy of your code as we will be using it in future labs. 1 OPERATOR OVERLOAD IN THE COMPLEX CLASS Write the newly added code for the "operatorfunction below In class we covered a basic Complex Number Class for which we originally added our own "add funetions which we had to call explicitly. Now we would like to change this by taking advantage of"operator overloading" in Ctt, By doing this we will be able to add, subtract, multiply, and divide complex numbers by using the standard C operators. Open http:courses muscedere.com 88210Lab5ltxt and copy the contents into a new project. . If you are using Visual C++ make sure you add it after the #include "stdafx.h This code is slightly different than the one covered in the lecture. It has been modified to work better with the remaining sections of this lab, different compilers, as well as being more condensed. The code also includes a number of guidelines to complete a full sct of opcrator overloads for both numerical calculations and comparison operations. Please note that although the code will compile it will not generate proper output until you have completed all the necessary changes. Write the newly added code for the "operator-" function below; do not include what is already provided write the newly added code for the "operator function below Write the newly added code for the "operator! function below Write the newly added code for the "operatfunction below The following describes the product of two complex numbers write he newly added code for the "operaor+" / "operator.=" function below. they should be the same. Once all thesc changes have been made correctly, the output of the compiled code should be: a-0 b-1+2j c-3+4j (a b(c +dj) - (ac- bd) +(bc +ad)j b-c -2-2j a/d-1.91803+0.098360 a"c-21+72j d is > cin magnitude b+ d or b-b+d The following describes the quotient of two complex numbers: c+ dy Write the newly added code for the "operator"/"opcraton "function below; they should be the same. Note the variable "denom" can be set as the common denominator to simplify the cakulations. a=6+81 and b are equal in magnitude c/-d or c=c/ d b-28+961 c-0.6393440.0327869