Exam 5: Boolean Circuits

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Use real variable algebra to simplify the following expressions. - 2y+7(y5)10y2 y + 7 ( y - 5 ) - 10 y

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Name the property demonstrated in each real variable expression. - 0+y=y0 + y = y

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Write each of the Boolean functions as a Boolean expression in dnf. - ( , ) 1 1 1 1 0 0 0 1 1 0 0 0

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Write the reduced expressions for the following Karnaugh map. -Write the reduced expressions for the following Karnaugh map. -

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Write the reduced expression for the following Karnaugh map. AB A B CD C 1 1 1 1 1 1 D

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Name the property demonstrated in each Boolean variable expression. - yy=1y ^ { \prime } \vee y = 1

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Name the property demonstrated in each real variable expression. -Sketch the switching circuit that is equivalent to the Boolean expression.

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Name the property demonstrated in each real variable expression. - x+y=y+xx + y = y + x

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Sketch the switching circuit associated with each of the following Boolean expressions. - ACABCA ^ { \prime } C \vee A B ^ { \prime } C

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Use real variable algebra to simplify the following expressions. - 3y8(y+3)+12y3 y - 8 ( y + 3 ) + 12 y

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Sketch the switching circuit associated with each of the following Boolean expressions. - ABABA ^ { \prime } B \vee A B ^ { \prime }

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Write the Boolean expression for the following switching circuit, then sketch the equivalent truth table. Write the Boolean expression for the following switching circuit, then sketch the equivalent truth table.

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( , ) 1 1 1 1 0 1 0 1 0 0 0 1

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Name the property demonstrated in each Boolean variable expression. - (xy)(xz)=x(yz)( x \wedge y ) \vee ( x \wedge z ) = x \wedge ( y \vee z )

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