Question

Apply Booth Algorithm to multiply 3410 x 2710.

Apply Booth Algorithm to multiply 3410 x 2710.

Engineering   Computer-Science   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

Input:

8-bit, Decimal

Multiplicand -

Decimal:

34

Binary:

00100010

Multiplier -

Decimal:

27

Binary:

00011011

Two's Complement:

11100101

Steps -

Starting Out:

0000000000100010

Shift:

0000000000010001

Subtract:

1110010100010001

Shift:

1111001010001000

Add:

0000110110001000

Shift:

0000011011000100

Shift:

0000001101100010

Shift:

0000000110110001

Subtract:

1110011010110001

Shift:

1111001101011000

Add:

0000111001011000

Shift:

0000011100101100

Shift:

0000001110010110

Final Product (Binary):

0000001110010110

Final Product (Decimal):

918
0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. (10 pts) Apply Booth's Algorithm to multiply the following 6-bit unsigned numbers, showing the contents...
1. (10 pts) Apply Booth's Algorithm to multiply the following 6-bit unsigned numbers, showing the contents of the A, Q, M registers and the C bit, through the 6 steps: 100110 and 111001 (i.e., decimal 38 and 57) 2 Assuming single-precision (i.e., 32-bits) IEEE 754 standard, unpack the following 32- bit string into decimal floating-point form: 11001110100001000110010000110100
How to multiply a matrix by a scalar values in MatLab? for example X = [234...
How to multiply a matrix by a scalar values in MatLab? for example X = [234 75 98 39; 91 186 101 116; 149 136 39 119; 95 175 126 39]. Multiply each row by a different scalar e.g 2, 3, 6, 4 respectively.
26 and multiply that with $100,000. (eg if it is L1F18BBAM026 then multiply 26 with $100,000)...
26 and multiply that with $100,000. (eg if it is L1F18BBAM026 then multiply 26 with $100,000) This is your total investment in a portfolio that has stock X and stock Y. Your goal is to create a portfolio that has an expected return equal to 17 percent. If Stock X has an expected return of 14.8 percent and a beta of 1.35, and Stock Y has an expected return of 11.2 percent and a beta of .90, how much money...
If we multiply both Y and X by 1000 and re-estimate the regression, the slope coefficient...
If we multiply both Y and X by 1000 and re-estimate the regression, the slope coefficient and its standard error will a. Increase by 1000 times Increase by (1/1000) times Remain same Decrease by 1000 times If we multiply both Y and X by 1000 and re-estimate the regression, the intercept coefficient and its standard error will a. Increase by 1000 times Decrease by 1000 times Remain same Increase by (1/1000) times If we multiply Y by 1000 and re-estimate...
To form a linear combination of two things, you multiply each by a constant and then...
To form a linear combination of two things, you multiply each by a constant and then add the result together. For example, 2x+3y, -x+4y, ex-πy, 0x+0y are all linear combinations of x and y. -3y is even a linear combination of x and y because 0x-3y=-3y. Which of the following are linear combinations of a and b? Select all that apply. 2a-5b ab+b 3a b-a 2a^(2)-3b^(2)
13. Explain, why you have to multiply the probability of X and the probability of Y,...
13. Explain, why you have to multiply the probability of X and the probability of Y, when you want to calculate a probability of both X and Y occurring together. For example, the probability of obtaining an A grade in both the midterm and the final exam using an example AND/OR diagram.
Prove the division algorithm for R[x]. Where R[x] is the set of real polynomials.
Prove the division algorithm for R[x]. Where R[x] is the set of real polynomials.
Describe an algorithm that, given a set S of n integers and another integer x, determines...
Describe an algorithm that, given a set S of n integers and another integer x, determines whether or not there exist two elements in S whose sum is exactly x. Your algorithm must be nlogn. Evaluate how long each step in the algorithm takes to demonstrate that it meets this requirement.
Let x =21212121; y = 12121212: Use the Euclidean algorithm to find the GCD of x...
Let x =21212121; y = 12121212: Use the Euclidean algorithm to find the GCD of x and y. Show all steps.
Multiply in octal using refined hardware 72 x 23 Divide in hex using refined hardware 54...
Multiply in octal using refined hardware 72 x 23 Divide in hex using refined hardware 54 by 12
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT