Convert the following numbers from decimal to binary, assuming 8-bit two's complement binary representation. Note: If your answer does not have 8 bits in it, then it will be incorrect. Put no spaces in your answer. a) -29 b) 38 c) -1 11

Given are the following three numbers in their respective bases:a = 1100111012 , b = 4738 , c = 9DA16a) Evaluate i) the sum a + b + cii) the product ac in the octal system. b) Convert each number into its decimal, along with the answer, to verify your result.

Perform the following conversions. Assume that 8 bits are used. a. Convert the decimal -24 to binary. b. Convert the hexadecimal 4B to decimal. c. Add binary 00001011 to binary 00101111 and provide the result in binary. d. Convert the answer in part c to decimal.

2. bases Give the requested equivalence for each of the following decimal numbers: 114 = (hexadecimal) -38 = (two's complement binary) 3.375 = (fixed point binary) and give the decimal equivalence for the following fixed point binary numbers 110.011 = (decimal fixed point number) 0.011101 (decimal fraction)

Please type your answer.not picture 2. Represent the decimal number -66 in 8-bit binary number using the following representation methods: a) Two's complement b) Signed-magnitude 3. What decimal value does the 8-bit binary number 10010110 have if: a) it is on a computer using signed-magnitude representation? b) it is on a computer using two's complement representation? c) it is on a computer using excess-M representation?

In fixed-sized numbers with 10 digits for binary, please write the results by Two's complement.

. Using 2’s complement perform the following a. DBC16 – BDA16b. 101010112 – 110001122. Convert 576.3648 to base 43. Find the decimal number for -101011124. Find the 32 bit floating point representation of 1011010125. Find the range of numbers that can be represented by 5 bits 2’s complement number

8. Predict the next binary number in the series for each of the following binary number: a) 11011 b) 10011 c) 1111 d) 10101 e) 111111