Show the design of 4-bit Multiplier (multiplication of two 4-bit integers) using any number of 2-bit...

 

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Show the design of 4-bit Multiplier (multiplication of two 4-bit integers) using any number of 2-bit multipliers and adders of any size. Note an adder for adding two n-bit integers can be implemented by n Full adders. The following equations provides an architectural design for the required multiplier. The product of A=A3A₂A1A0 and B=B3B₂B₁Bo can be written as follows: AXB= (AA, 2 ? +A1A0) X (B3B, 22 +B\Bo) (A3A2 X B3B2) 24 +(A3A2 X BiBo + A1A0 XB3B2) 22 +A1A0 XB1Bo Show the design of 4-bit Multiplier (multiplication of two 4-bit integers) using any number of 2-bit multipliers and adders of any size. Note an adder for adding two n-bit integers can be implemented by n Full adders. The following equations provides an architectural design for the required multiplier. The product of A=A3A₂A1A0 and B=B3B₂B₁Bo can be written as follows: AXB= (AA, 2 ? +A1A0) X (B3B, 22 +B\Bo) (A3A2 X B3B2) 24 +(A3A2 X BiBo + A1A0 XB3B2) 22 +A1A0 XB1Bo

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Given data so Here so a32 the Vedic it mettiplexer 11 A A X B 3 B 25 A3 A X BI... View the full answer