Q3: Using the data structure in Q1, and Q2 write for functions to perform the following: subtract_c ( float_c x, float_c y) that returns the difference of the two complex numbers (x-y). multiply_c ( float_c x, float_c y) that returns the product of the two complex numbers (x*y). divide_c( float_c x, float_c y) that returns the division result of the two complex numbers (x/y). divide c( float c x, float c y) that returns the division result of the two complex numbers (x/y). Hint : review arithmetic operations on complex numbers. (a +jb) + (c +j d) = (a+c) +j (b+d) -(a + j b) = (-a + j (-b)) Conjugate(a + j b) = (a -j b) (a +jb) - (c +j d) = ? (a +j b) (c +j d) = (ac - bd) +j (ad + bc) (a + jb) / (c +jd) = ?

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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Q3: Using the data structure in Q1, and Q2 write for functions to perform the following:
subtract c ( float c x, float c y) that returns the difference of the two complex
numbers (x-y).
float c y) that returns the product of the two complex
multiply_c ( float_c x,
numbers (x*y).
divide c( float c x, float c y) that returns the division result of the two complex
numbers (x/y).
divide c( float c x, float c y) that returns the division result of the two complex
numbers (x/y).
Hint : review arithmetic operations on complex numbers.
(a +j b) + (c +j d) = (a+c) +j (b+d)
-(a +j b) = (-a + j (-b))
Conjugate(a + j b) = (a-j b)
(a +jb) - (c +j d) = ?
(a +jb) (c + j d) = (ac- bd) +j (ad + bc)
(a + jb) / (c +j d) = ?
Transcribed Image Text:Q3: Using the data structure in Q1, and Q2 write for functions to perform the following: subtract c ( float c x, float c y) that returns the difference of the two complex numbers (x-y). float c y) that returns the product of the two complex multiply_c ( float_c x, numbers (x*y). divide c( float c x, float c y) that returns the division result of the two complex numbers (x/y). divide c( float c x, float c y) that returns the division result of the two complex numbers (x/y). Hint : review arithmetic operations on complex numbers. (a +j b) + (c +j d) = (a+c) +j (b+d) -(a +j b) = (-a + j (-b)) Conjugate(a + j b) = (a-j b) (a +jb) - (c +j d) = ? (a +jb) (c + j d) = (ac- bd) +j (ad + bc) (a + jb) / (c +j d) = ?
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