Exam 3: Combinational Logic Circuits

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If the truth table has 64 rows, the number of input logic variables is ______.

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Find the quotient of a=10101 divided by b=101

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a10=21,b10=5. Integer division produces quotient 10=410=1002a _ { 10 } = 21 , b _ { 10 } = 5 \text {. Integer division produces quotient } { } _ { 10 } = 4 _ { 10 } = 100 _ { 2 }

Find the sum of the two binary numbers a=11012 and b=10112.

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a10=13,b10=11. Sum 10=2410=11002a _ { 10 } = 13 , b _ { 10 } = 11 . \text { Sum } _ { 10 } = 24 _ { 10 } = 1100 _ { 2 }

The truth table that implements the logic equation Y=A(B+C)Y = A ( B + C ) has ______ rows

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Find the product of the two binary numbers a=101 and b=110.

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If the number of input logic variables is 5, the truth table has ______ rows.

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The bit-wise (bit-by-bit) ExOR of a=1010 and b=1011 equals __________.

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