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lilacgoat932Lv1
5 May 2021
Boolean function (š„, š¦, š§) is given by formula represented in the table below.
- Represent the formula for the function (š„, š¦, š§) in graphical form (i.e. by circuit). Find the depth of the formula as the height of binary tree constructed for its calculation.
- Construct value table (truth table) for the function š(š„, š¦, š§)
- Construct PDNF and PCNF for the function (š„, š¦, š§) with a help of its value table. Find lengths of these PDNF and PCNF. 4) Construct ANF (Zhegalkin polynomial) for the function (š„, š¦, š§) with a help of its PDNF or using undefined coefficient method. Determine essential and fictitious variables of the function (š„, š¦, š§).
Ā .Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā š(š„, š¦, š§) = ((š§ ā (š„ ā š§)) Ģ
Ģ
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Ģ
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ā š¦) āØ ((š„ ā Ģ
š§ ) & (š§ ā š„))
Boolean function (š„, š¦, š§) is given by formula represented in the table below.
- Represent the formula for the function (š„, š¦, š§) in graphical form (i.e. by circuit). Find the depth of the formula as the height of binary tree constructed for its calculation.
- Construct value table (truth table) for the function š(š„, š¦, š§)
- Construct PDNF and PCNF for the function (š„, š¦, š§) with a help of its value table. Find lengths of these PDNF and PCNF. 4) Construct ANF (Zhegalkin polynomial) for the function (š„, š¦, š§) with a help of its PDNF or using undefined coefficient method. Determine essential and fictitious variables of the function (š„, š¦, š§).
Ā .Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā š(š„, š¦, š§) = ((š§ ā (š„ ā š§)) Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ Ģ ā š¦) āØ ((š„ ā Ģ š§ ) & (š§ ā š„))
SumantLv10
17 Aug 2021