Four individuals own a small corporation. The distribution of the corporate shares are as follows: Mr. Digital owns 4 shares Mrs. Chip owns 3 shares Mr. Boole owns 2 shares Ms. Adder owns 1 share. In this assignment you will design a voting machine that will be used when the owners vote on corporate issues. Each of the owners has a switch that is closed to record a 'yes' vote and opened to record a 'no' vote. When one of the owners casts a 'yes' vote, the number of that owner's shares weights that vote. For example, when Mrs. Chip votes 'yes', her vote counts three times that of Ms. Adder. The output of the voting machine will be a visual indication --maybe a lighted LED? -- when the result of any vote is a 'yes' by the majority of the shareholders. In case of a tie, or the issue does not get a majority vote, the indicator LED will not light. 1. (20 Pts) Complete the following Truth Table Mr. Digital Mrs. Chip Mr. Boole Ms. Adder Binary (4 Shares) (3 Shares) (2 Shares) (1 Share) D C B A Total "Yes" Vote Shares Output Output 1=Yes Yes/No/Maybe | 0=No/Maybe

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Derive an Un-simplified SOP Boolean expression for the Binary output

Four individuals own a small corporation.
The distribution of the corporate shares are as follows:
Mr. Digital owns 4 shares
Mrs. Chip owns 3 shares
Mr. Boole owns 2 shares
Ms. Adder owns 1 share.
In this assignment you will design a voting machine that will be used when the owners vote on corporate
issues. Each of the owners has a switch that is closed to record a 'yes' vote and opened to record a 'no' vote.
When one of the owners casts a 'yes' vote, the number of that owner's shares weights that vote. For
example, when Mrs. Chip votes 'yes', her vote counts three times that of Ms. Adder.
The output of the voting machine will be a visual indication --maybe a lighted LED? -- when the result
of any vote is a 'yes' by the majority of the shareholders. In case of a tie, or the issue does not get a
majority vote, the indicator LED will not light.
1. (20 Pts) Complete the following Truth Table
Mr.
Digital
Mrs. Chip Mr. Boole
Ms.
Adder
Binary
(4 Shares)
(3 Shares) (2 Shares)
(1 Share)
D
C
B
A
Total
"Yes" Vote
Shares
Output
Output
1=Yes
Yes/No/Maybe | 0=No/Maybe
Transcribed Image Text:Four individuals own a small corporation. The distribution of the corporate shares are as follows: Mr. Digital owns 4 shares Mrs. Chip owns 3 shares Mr. Boole owns 2 shares Ms. Adder owns 1 share. In this assignment you will design a voting machine that will be used when the owners vote on corporate issues. Each of the owners has a switch that is closed to record a 'yes' vote and opened to record a 'no' vote. When one of the owners casts a 'yes' vote, the number of that owner's shares weights that vote. For example, when Mrs. Chip votes 'yes', her vote counts three times that of Ms. Adder. The output of the voting machine will be a visual indication --maybe a lighted LED? -- when the result of any vote is a 'yes' by the majority of the shareholders. In case of a tie, or the issue does not get a majority vote, the indicator LED will not light. 1. (20 Pts) Complete the following Truth Table Mr. Digital Mrs. Chip Mr. Boole Ms. Adder Binary (4 Shares) (3 Shares) (2 Shares) (1 Share) D C B A Total "Yes" Vote Shares Output Output 1=Yes Yes/No/Maybe | 0=No/Maybe
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