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- Perform the following binary multiplications, assumingunsigned integers:7. Perform the following binary division. Assume that all values are unsigned positive numbers.10100 / 114. Perform the following binary multiplications, assuming unsigned integers (thesenumbers are already in base-2 form).a. 1010 x 10b. 11011 x 111 PS: Please do them in a word processor and not hand-written!
- Please do the following binary addition;Please write all the process. 1.. Perform the following multiplications. Assume that all values are unsigned numbers. (No problem with unsigned (always positive) numbers, just use the same standard techniques as in base 10.) a.1010 * 0110 2.Perform the following multiplications. Assume that all values are signed 2’s complement numbers. c.11101 * 111016. Perform the following binary multiplication. Assume that all values are 2’s complementnumbers. Indicate the result and whether there is overflow or not.1011 * 1101
- 1). Perform the following multiplications. Assume that all values are unsignednumbers. (No problem with unsigned (always positive) numbers, just use the samestandard techniques as in base 10.) 1010 * 0110 2) Perform the following multiplications. Assume that all values are signed 2’scomplement numbers. 11101 * 11101Question 8: Round the following binary numbers to nearest 1/8. Perform round down action in case of "Half way": a) 1011.1111001 b) 11001.101100000Perform the following binary multiplication. Assume that all values are 2’s complement numbers. Indicate the result and whether there is overflow or not. 1011 * 1101 Perform the following binary division. Assume that all values are unsigned positive numbers. 10100 / 11
- Addition, subtraction, and multiplication are binary operations on _________ I. Z II. Q III. R IV. N a. IV and I only b. II and III only c. I and II only d. I, II, and IIIAdd the numbers -0.4 and -0.156 in binary using the steps of floating point addition algorithm.(use 4 digits of the significand and two digits of the exponent).Perform the following additions. The numbers are in binary: 1) 1011 +0001 2) 00101110 +10010010 Repeat problem, this time convert the binary numbers to decimal, then perform the addition of the two decimal numbers. Convert the sum into binary representation and compare the results.