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(Solved) : Use Table Similar Show Steps Dividing 12 Bit Unsigned Integer 87 Unsigned 6 Bit Integer 17 Q35590544

Use a table similar to this to to show steps of dividing 12 bitunsigned integer 87 by unsigned 6 bit integer 17 using the hardwaredescribed below

Start MultiplierO-1 1. Test Multiplier0 0 MultiplierO 1a. Add multiplicand to product and place the result in Product registe

Iteration Step Quotient Divisor Remainder 0 1: Rem= Rem-Div 1 2 2 2 2b: Rem < 0 → +Div. sil 0 0000 0111 2b: Rem < 0 → +Div. s

Start MultiplierO-1 1. Test Multiplier0 0 MultiplierO 1a. Add multiplicand to product and place the result in Product register 2. Shift the Multiplicand register left 1 bit 3. Shift the Multiplier register right 1 bit No: 32 repetitions 32nd repetition? Yes: 32 repetitions Done FIGURE 3.4 The first multiplication algorithm, using the hardware shown in Figure 3.3. If the least significant bit of the multiplier is 1, add the multiplicand to the product. If not, go to the next step. Shift the multiplicand left and the multiplier right in the next two steps. These three steps are repeated 32 times. Iteration Step Quotient Divisor Remainder 0 1: Rem= Rem-Div 1 2 2 2 2b: Rem < 0 → +Div. sil 0 0000 0111 2b: Rem < 0 → +Div. sil 0 4 1 0000 0010 (0000 0001 5 1 Show transcribed image text Start MultiplierO-1 1. Test Multiplier0 0 MultiplierO 1a. Add multiplicand to product and place the result in Product register 2. Shift the Multiplicand register left 1 bit 3. Shift the Multiplier register right 1 bit No: 32 repetitions 32nd repetition? Yes: 32 repetitions Done FIGURE 3.4 The first multiplication algorithm, using the hardware shown in Figure 3.3. If the least significant bit of the multiplier is 1, add the multiplicand to the product. If not, go to the next step. Shift the multiplicand left and the multiplier right in the next two steps. These three steps are repeated 32 times.
Iteration Step Quotient Divisor Remainder 0 1: Rem= Rem-Div 1 2 2 2 2b: Rem

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