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Write a C++ program that determines the magnitude and direction of the resultant. The values of Rx and Ry are to be entered from the keyboard. Use the following equations : (Ry) Rx e = tan R= V Rx2 + Ry? If R is in the 1st Quadrant, its geographic orientation is N of E (North of East) If R is in the 2nd Quadrant, its geographic orientation is N of W ( North of West) If R is in the 3rd Quadrant, its geographic orientation is S of W ( South of West) If R is in the 4th Quadrant, its geographic orientation is S of E (South of East) Sample input/output display: Enter the value for Rx: 100 Enter the value for Ry: -100 Resultant, R = 141.42

Write a C++ program that determines the magnitude and direction of the resultant. The values of Rx and Ry are to be entered from the keyboard. Use the following equations : (Ry) Rx e = tan R= V Rx2 + Ry? If R is in the 1st Quadrant, its geographic orientation is N of E (North of East) If R is in the 2nd Quadrant, its geographic orientation is N of W ( North of West) If R is in the 3rd Quadrant, its geographic orientation is S of W ( South of West) If R is in the 4th Quadrant, its geographic orientation is S of E (South of East) Sample input/output display: Enter the value for Rx: 100 Enter the value for Ry: -100 Resultant, R = 141.42

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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QUESTION 1 Write a C++ program that determines the magnitude and direction of the resultant. The values of Rx and Ry are to be entered from the keyboard. Use the following equations : (Ry) R= VRX2 + Ry? -1 %3D tan Rx If R is in the 1St Quadrant, its geographic orientation is N of E ( North of East) If R is in the 2nd Quadrant, its geographic orientation is N of W ( North of West) If R is in the 3rd Quadrant, its geographic orientation is S of W ( South of West) If R is in the 4th Quadrant, its geographic orientation is S of E (South of East) Sample input/output display: Enter the value for Rx: 100 Enter the value for Ry: -100 Resultant, R = 141.42 Direction, 45 degrees, S of E
Transcribed Image Text:QUESTION 1 Write a C++ program that determines the magnitude and direction of the resultant. The values of Rx and Ry are to be entered from the keyboard. Use the following equations : (Ry) R= VRX2 + Ry? -1 %3D tan Rx If R is in the 1St Quadrant, its geographic orientation is N of E ( North of East) If R is in the 2nd Quadrant, its geographic orientation is N of W ( North of West) If R is in the 3rd Quadrant, its geographic orientation is S of W ( South of West) If R is in the 4th Quadrant, its geographic orientation is S of E (South of East) Sample input/output display: Enter the value for Rx: 100 Enter the value for Ry: -100 Resultant, R = 141.42 Direction, 45 degrees, S of E
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