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1. Write MATLAB code in the space below that will create a function called rect2polar than converts an ordered pair (x,y) in rectangular coordinates into polar coordinates using the formulas on the right. Your function should have 2 inputs, x and y, and 2 outputs, r and theta (in degrees). Function [rect 2 pohr] = bet 2 polar (x, y, r. thetad). r = sqrt(x^2)+(3^2)); theta = arctan (y/x) atand End TIN rectangular to polar r = √√√x² 0 - arctan ㅓㅎ +y² (-)

1. Write MATLAB code in the space below that will create a function called rect2polar than converts an ordered pair (x,y) in rectangular coordinates into polar coordinates using the formulas on the right. Your function should have 2 inputs, x and y, and 2 outputs, r and theta (in degrees). Function [rect 2 pohr] = bet 2 polar (x, y, r. thetad). r = sqrt(x^2)+(3^2)); theta = arctan (y/x) atand End TIN rectangular to polar r = √√√x² 0 - arctan ㅓㅎ +y² (-)

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. Write MATLAB code in the space below that will create a function called rect2polar than converts an ordered pair (x,y) in rectangular coordinates into polar coordinates using the formulas on the right. Your function should have 2 inputs, x and y, and 2 outputs, r and theta (in degrees). IT Function [rect 2 polar] = "tect 2 polar (x, y, to the tad) += sqrt ([(x^2)+(5^2)); theta - arctan(y/x) End atand in rectangular to polar + y² (3) 0 - x² arctan 1½ 2
Transcribed Image Text:1. Write MATLAB code in the space below that will create a function called rect2polar than converts an ordered pair (x,y) in rectangular coordinates into polar coordinates using the formulas on the right. Your function should have 2 inputs, x and y, and 2 outputs, r and theta (in degrees). IT Function [rect 2 polar] = "tect 2 polar (x, y, to the tad) += sqrt ([(x^2)+(5^2)); theta - arctan(y/x) End atand in rectangular to polar + y² (3) 0 - x² arctan 1½ 2
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