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Then, write a C++ program that will use the Complex class to repeatedly do one of the following tasks: a) Perform a complex number arithmetic operation. For this option, the program will ask the user to enter a complex number, an arithmetic operation (+, –, *, /), and a second complex number, and will then calculate and display the result of performing the arithmetic operation on the two input complex numbers. b) Determine if a complex mumber is a solution of a quadratic equation. For this option, the program will prompt for and read in the real number coefficients, a, b, and c, of a quadratic equation, ax²+bx+c=0. Next, it will prompt for and read in a complex number, z. Then, it will determine if z is a solution of the quadratic equation. Note: When checking for equality of two complex numbers, do not use the "is equal to" operator on the float values - instead, determine if the absolute value of the float values are smaller than a threshold value (something small, like 0.000001). To extract input of a complex number a + bi from keyboard, do the following: double a, b; char i; cin >>a >> b>> i; Complex Number Review: A complex number is a number of the form a + bi where a and b are real numbers and i is the imaginary unit, i=v-1_ Addition/Subtraction: (a+bi )±(c+di)=(a±c)+(b±d)i (a+bi )*(c+di)=(ac– bd) +( ad +bc ) i Multiplication: a+bi ac+bd bc-ad i Division: c+di c²+d? c?+d?

Then, write a C++ program that will use the Complex class to repeatedly do one of the following tasks: a) Perform a complex number arithmetic operation. For this option, the program will ask the user to enter a complex number, an arithmetic operation (+, –, *, /), and a second complex number, and will then calculate and display the result of performing the arithmetic operation on the two input complex numbers. b) Determine if a complex mumber is a solution of a quadratic equation. For this option, the program will prompt for and read in the real number coefficients, a, b, and c, of a quadratic equation, ax²+bx+c=0. Next, it will prompt for and read in a complex number, z. Then, it will determine if z is a solution of the quadratic equation. Note: When checking for equality of two complex numbers, do not use the "is equal to" operator on the float values - instead, determine if the absolute value of the float values are smaller than a threshold value (something small, like 0.000001). To extract input of a complex number a + bi from keyboard, do the following: double a, b; char i; cin >>a >> b>> i; Complex Number Review: A complex number is a number of the form a + bi where a and b are real numbers and i is the imaginary unit, i=v-1_ Addition/Subtraction: (a+bi )±(c+di)=(a±c)+(b±d)i (a+bi )*(c+di)=(ac– bd) +( ad +bc ) i Multiplication: a+bi ac+bd bc-ad i Division: c+di c²+d? c?+d?

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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1. Create a class, called complex, for modeling complex numbers, a + bi, and some complex number arithmetic/comparison operations. Here is what should be included within this class: Include a no-argument constructor (to initialize a complex number to 0+0i). Include public member functions to perform these complex number tasks: Addition of complex numbers Subtraction of complex numbers o Multiplication of complex numbers Division of complex numbers User input of a complex number o Display of a complex number Conversion of a real number, r, to a complex number, r + 0i Check for equality of two complex numbers
Transcribed Image Text:1. Create a class, called complex, for modeling complex numbers, a + bi, and some complex number arithmetic/comparison operations. Here is what should be included within this class: Include a no-argument constructor (to initialize a complex number to 0+0i). Include public member functions to perform these complex number tasks: Addition of complex numbers Subtraction of complex numbers o Multiplication of complex numbers Division of complex numbers User input of a complex number o Display of a complex number Conversion of a real number, r, to a complex number, r + 0i Check for equality of two complex numbers
Then, write a C++ program that will use the Complex class to repeatedly do one of the following tasks: a) Perform a complex number arithmetic operation. For this option, the program will ask the user to enter a complex number, an arithmetic operation (+, –, *, /), and a second complex number, and will then calculate and display the result of performing the arithmetic operation on the two input complex numbers. b) Determine if a complex number is a solution of a quadratic equation. For this option, the program will prompt for and read in the real number coefficients, a, b, and c, of a quadratic equation, ax?+bx+c=0. Next, it will prompt for and read in a complex number, z. Then, it will determine if z is a solution of the quadratic equation. Note: When checking for equality of two complex numbers, do not use the "is equal to" operator on the float values - instead, determine if the absolute value of the float values are smaller than a threshold value (something small, like 0.000001). To extract input of a complex number a + bi from keyboard, do the following: double a, b; char i; cin >>a >> b>> i; Complex Number Review: A complex number is a number of the form a+ bị where a and b are real numbers and i is the imaginary unit, i=v-1 Addition/Subtraction: (a+bi )±(c+di)=(a±c)+(b±d)i Multiplication: (a+bi )*(c+di)=(ac-bd)+(ad+bc)i ас + bd bc — ad c²+d? c?+d? ас a+bi + Division: C+di
Transcribed Image Text:Then, write a C++ program that will use the Complex class to repeatedly do one of the following tasks: a) Perform a complex number arithmetic operation. For this option, the program will ask the user to enter a complex number, an arithmetic operation (+, –, *, /), and a second complex number, and will then calculate and display the result of performing the arithmetic operation on the two input complex numbers. b) Determine if a complex number is a solution of a quadratic equation. For this option, the program will prompt for and read in the real number coefficients, a, b, and c, of a quadratic equation, ax?+bx+c=0. Next, it will prompt for and read in a complex number, z. Then, it will determine if z is a solution of the quadratic equation. Note: When checking for equality of two complex numbers, do not use the "is equal to" operator on the float values - instead, determine if the absolute value of the float values are smaller than a threshold value (something small, like 0.000001). To extract input of a complex number a + bi from keyboard, do the following: double a, b; char i; cin >>a >> b>> i; Complex Number Review: A complex number is a number of the form a+ bị where a and b are real numbers and i is the imaginary unit, i=v-1 Addition/Subtraction: (a+bi )±(c+di)=(a±c)+(b±d)i Multiplication: (a+bi )*(c+di)=(ac-bd)+(ad+bc)i ас + bd bc — ad c²+d? c?+d? ас a+bi + Division: C+di
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