Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -3X-3 Remember for a negative multiplier operand, to convert both the multiplier and multiplicand into their 2's complements. In this case, enter the 2's complements as M and Q below. Remember to extend the sign bit of the partial products equal to the number of bits in the signed number. For example +14 - 0000001110 and -14 1111110010. Multiplicand (M)= Multiplier (Q) - Partial Product 0 = Partial Product 1 = Partial Product 2 - Partial Product 3 = Product (P) = (5-bits) (5-bits) (10-bits) (10-bits) (10-bits) (10-bits) (10-bits)

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -3 X-3
Remember for a negative multiplier operand, to convert both the multiplier and multiplicand into their 2's complements. In this case, enter the 2's complements as M
and Q below.
Remember to extend the sign bit of the partial products equal to the number of bits in the signed number. For example +14 = 0000001110 and -14 1111110010.
Multiplicand (M)=
Multiplier (Q) =
Partial Product 0 =
Partial Product 1 =
Partial Product 2 =
Partial Product 3 =
Product (P) =
(5-bits)
(5-bits)
(10-bits)
(10-bits)
(10-bits)
(10-bits)
(10-bits)
Transcribed Image Text:Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -3 X-3 Remember for a negative multiplier operand, to convert both the multiplier and multiplicand into their 2's complements. In this case, enter the 2's complements as M and Q below. Remember to extend the sign bit of the partial products equal to the number of bits in the signed number. For example +14 = 0000001110 and -14 1111110010. Multiplicand (M)= Multiplier (Q) = Partial Product 0 = Partial Product 1 = Partial Product 2 = Partial Product 3 = Product (P) = (5-bits) (5-bits) (10-bits) (10-bits) (10-bits) (10-bits) (10-bits)
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