Multiply these two 5 bit signed binary numbers with 2's complement arithmetic 4 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) (5 bits) Multiplier (Q) (5 bits) Partial Product 0 (10 bits) Partial Product 1 (10 bits) Partial Product 2 (10 bits) Partial Product 3 (10 bits) Product (P) (10 bits) QUESTION 2 Multiply these two 5 bit signed binary numbers with 2's complement arithmetic 4X 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 num ber For example 40000001110 and 4 mmoo Multiplicand (M) Multiplier (O) (5 bits) (5 bits) Partial Product o Partial Product 1 Partial Product 2 Partial Product 3 (10 bits) 10 bits) (10 bits) (10 bits) Product (P) (10 bits)

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Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -4 X +3 Remember for a negative multiplier operand, to convert both the multiplier

Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -4 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) = (5-bits)

Multiplier (Q) = (5-bits)

Partial Product 0 = (10-bits)

Partial Product 1 = (10-bits)

Partial Product 2 = (10-bits)

Partial Product 3 = (10-bits)

Product (P) = (10-bits)

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QUESTION 2 Multiply these two 5-bit signed binary numbers with 2's complement arithmetic: -4X-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 num ber. For example 40000001110 and 4 mmoo Multiplicand (M)- Multiplier (O)- (5-bits) (5-bits) Partial Product o Partial Product 1 Partial Product 2 Partial Product 3- (10-bits) 10-bits) (10-bits) (10-bits) Product (P) (10-bits)