1. Construct circuits from inverters, AND gates, and OR gates to produce these outputs. a) 7...

Transcribed Image Text:

1. Construct circuits from inverters, AND gates, and OR gates to produce these outputs. a) 7 + y b) (r +y)r c) xyz + xyz d) (7+2)(y + 2) 2. Consider the four two-bit integers (00)2. (01)2. (10) 2. (11)2, or 0, 1, 2, 3. Your job is to construct a circuit using AND, OR and NOT gates that takes two two-bit integers, (o)2 and (7130)2 and returns 1 if (10)2> (130)2 and 0 otherwise. E.g. If z₁ = 1, zo = 0, ₁ = 0, 30 = 1, then (₁0)2 = (10)₂ = 2 and (3/10)2 = (01)2 = 1. Since 2 > 1, your circuit would output a l in this instance. 1. Construct circuits from inverters, AND gates, and OR gates to produce these outputs. a) 7 + y b) (r + y)r c) xyz + xyz d) (7+2)(y + 2) 2. Consider the four two-bit integers (00)2. (01)2. (10) 2. (11)2, or 0, 1, 2, 3. Your job is to construct a circuit using AND, OR and NOT gates that takes two two-bit integers, (o)2 and (7130)2 and returns 1 if (10)2 (130)2 and 0 otherwise. E.g. If ₁ = 1, zo = 0, ₁ = 0. yo = 1, then (₁0)2 = (10)₂ = 2 and (3/10)2 = (01)2 = 1. Since 2 > 1, your circuit would output a 1 in this instance. 1. Construct circuits from inverters, AND gates, and OR gates to produce these outputs. a) 7 + y b) (r +y)r c) xyz + xyz d) (7+2)(y + 2) 2. Consider the four two-bit integers (00)2. (01)2. (10) 2. (11)2, or 0, 1, 2, 3. Your job is to construct a circuit using AND, OR and NOT gates that takes two two-bit integers, (o)2 and (7130)2 and returns 1 if (10)2> (130)2 and 0 otherwise. E.g. If z₁ = 1, zo = 0, ₁ = 0, 30 = 1, then (₁0)2 = (10)₂ = 2 and (3/10)2 = (01)2 = 1. Since 2 > 1, your circuit would output a l in this instance. 1. Construct circuits from inverters, AND gates, and OR gates to produce these outputs. a) 7 + y b) (r + y)r c) xyz + xyz d) (7+2)(y + 2) 2. Consider the four two-bit integers (00)2. (01)2. (10) 2. (11)2, or 0, 1, 2, 3. Your job is to construct a circuit using AND, OR and NOT gates that takes two two-bit integers, (o)2 and (7130)2 and returns 1 if (10)2 (130)2 and 0 otherwise. E.g. If ₁ = 1, zo = 0, ₁ = 0. yo = 1, then (₁0)2 = (10)₂ = 2 and (3/10)2 = (01)2 = 1. Since 2 > 1, your circuit would output a 1 in this instance.

Answer rating: 100% (QA)

Circuts of gi... View the full answer