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A vending machine sells soda can for £1 There are 3 types of coins £1, £2 and 50p The machine should give out change before the can aswell as determining when to release the can and how much change to return Here are the 2 bit encodings for coin inputs (coin in) and outputs (coin out) 0 = “01” 50p = “10” £1= “11” £2= “00” 1 bit can be used to present dispensed can = 1 No can = 0 System’s options: 1)entering no money 2) insert 50p followed by another 50p => get a can 3) insert 50p followed by £1 => receive change => get a can 4) insert 50p followed by £2 => receive change => then get a can 5) insert £1 => get a can 6) insert £2 => receive change => then get a can Translate these options into a moore state diagram And a state table if possible

A vending machine sells soda can for £1 There are 3 types of coins £1, £2 and 50p The machine should give out change before the can aswell as determining when to release the can and how much change to return Here are the 2 bit encodings for coin inputs (coin in) and outputs (coin out) 0 = “01” 50p = “10” £1= “11” £2= “00” 1 bit can be used to present dispensed can = 1 No can = 0 System’s options: 1)entering no money 2) insert 50p followed by another 50p => get a can 3) insert 50p followed by £1 => receive change => get a can 4) insert 50p followed by £2 => receive change => then get a can 5) insert £1 => get a can 6) insert £2 => receive change => then get a can Translate these options into a moore state diagram And a state table if possible

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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A vending machine sells soda can for £1 There are 3 types of coins £1, £2 and 50p The machine should give out change before the can aswell as determining when to release the can and how much change to return Here are the 2 bit encodings for coin inputs (coin in) and outputs (coin out) 0 = “01” 50p = “10” £1= “11” £2= “00” 1 bit can be used to present dispensed can = 1 No can = 0 System’s options: 1)entering no money 2) insert 50p followed by another 50p => get a can 3) insert 50p followed by £1 => receive change => get a can 4) insert 50p followed by £2 => receive change => then get a can 5) insert £1 => get a can 6) insert £2 => receive change => then get a can Translate these options into a moore state diagram And a state table if possible
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