Perform the binary division of (49) 10 + (13) 10 using restoring and non-restoring division algorithm by choosing appropriate number of bits for the division. Give each step of the division in detail. Compare two division methods in terms of number of addition and subtraction operations involved.

Multiply the binary values shown using Booth's Algorithm, listing each step along the way.

Do the following addition problems in Binary. That is, convert the values to binary, then do binary addition. Be sure to show carries. You can check your results by converting back to base 10. For negative numbers, use 2's complement. a. 2710 + 1910 = b. 1271, + 3210 = C. 21510 + 1110 = d. 77,9 + -4519 =

Multiply the numbers 0.7510 and -0.437510 in binary using the binary floating-point multiplication algorithm, assuming that we keep 4-bits of precision. Show your work on Add exponents, Multiply significands, Normalize the result & check for overflow/underflow, Round and normalize if necessary, and Determine sign of result from signs of operands