Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Could you answer question 1 and 2 

A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design
combinational logic that outputs a '1' when the number generated from the numeric system is an odd number
(1, 3, 5,..) or number 0.
Programme of Work
1
Write down the truth table for the circuit.
2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the
minimised form of the circuit
3
Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
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Transcribed Image Text:A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design combinational logic that outputs a '1' when the number generated from the numeric system is an odd number (1, 3, 5,..) or number 0. Programme of Work 1 Write down the truth table for the circuit. 2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the minimised form of the circuit 3 Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
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Follow-up Question

Just answer question 3 :)

A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design
combinational logic that outputs a '1' when the number generated from the numeric system is an odd number
(1, 3, 5,..) or number 0.
Programme of Work
1
Write down the truth table for the circuit.
2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the
minimised form of the circuit
3
Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
expand button
Transcribed Image Text:A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design combinational logic that outputs a '1' when the number generated from the numeric system is an odd number (1, 3, 5,..) or number 0. Programme of Work 1 Write down the truth table for the circuit. 2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the minimised form of the circuit 3 Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
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Follow-up Questions
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Follow-up Question

Just answer question 3 :)

A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design
combinational logic that outputs a '1' when the number generated from the numeric system is an odd number
(1, 3, 5,..) or number 0.
Programme of Work
1
Write down the truth table for the circuit.
2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the
minimised form of the circuit
3
Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
expand button
Transcribed Image Text:A numeric system (e.g. a numeric keypad) generates numbers 0 to 9 in binary. You are asked to design combinational logic that outputs a '1' when the number generated from the numeric system is an odd number (1, 3, 5,..) or number 0. Programme of Work 1 Write down the truth table for the circuit. 2 Use Karnaugh maps to minimise the circuit. Note that you have to make use of any "don't care" states to get the minimised form of the circuit 3 Use AND, OR and inverter gates to realise the minimised circuit and draw the schematic of the circuit.
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