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Question: An automobile company manufactures both a two wheeler (TW) and a four wheeler (FW). A company manager wants to make the production of both types of vehicle according to the given data below: • 1st data, Total number of vehicle (two-wheeler + four-wheeler)=v 2nd data, Total number of wheels = W The task is to find how many two-wheelers as well as four-wheelers need to manufacture as per the given data. Example : Input : 200 > Value of V 540 > Value of W Output: TW=130 FW=70 Explanation: 130+70 200 vehicles (70*4)+(130*2)= 540 wheels Constraints: • 2<=W • W%2=0 • V

Question: An automobile company manufactures both a two wheeler (TW) and a four wheeler (FW). A company manager wants to make the production of both types of vehicle according to the given data below: • 1st data, Total number of vehicle (two-wheeler + four-wheeler)=v 2nd data, Total number of wheels = W The task is to find how many two-wheelers as well as four-wheelers need to manufacture as per the given data. Example : Input : 200 > Value of V 540 > Value of W Output: TW=130 FW=70 Explanation: 130+70 200 vehicles (70*4)+(130*2)= 540 wheels Constraints: • 2<=W • W%2=0 • V

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: An automobile company manufactures both a two wheeler (TW) and a four wheeler (FW). A company manager wants to make the production of both types of vehicle according to the given data below: • 1st data, Total number of vehicle (two-wheeler + four-wheeler)=v • 2nd data, Total number of wheels = W The task is to find how many two-wheelers as well as four-wheelers need to manufacture as per the given data. Example: Input : 200 > Value of V 540 > Value of W Output: TW =130 FW=70 Explanation: 130+70 200 vehicles (70*4)+(130*2)= 540 wheels Constraints: • 2<=W • W%2=0 • V<W Print "INVALID INPUT", if inputs did not meet the constraints. The input format for testing The candidate has to write the code to accept two positive numbers separated by a new line. • First Input line - Accept value of V. • Second Input line-Accept value for W. The output format for testing • Written program code should generate two outputs, each separated by a single space character(see the example) • Additional messages in the output will result in the failure of test case C++ Code:
Transcribed Image Text:Question: An automobile company manufactures both a two wheeler (TW) and a four wheeler (FW). A company manager wants to make the production of both types of vehicle according to the given data below: • 1st data, Total number of vehicle (two-wheeler + four-wheeler)=v • 2nd data, Total number of wheels = W The task is to find how many two-wheelers as well as four-wheelers need to manufacture as per the given data. Example: Input : 200 > Value of V 540 > Value of W Output: TW =130 FW=70 Explanation: 130+70 200 vehicles (70*4)+(130*2)= 540 wheels Constraints: • 2<=W • W%2=0 • V<W Print "INVALID INPUT", if inputs did not meet the constraints. The input format for testing The candidate has to write the code to accept two positive numbers separated by a new line. • First Input line - Accept value of V. • Second Input line-Accept value for W. The output format for testing • Written program code should generate two outputs, each separated by a single space character(see the example) • Additional messages in the output will result in the failure of test case C++ Code:
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