Question

Convert to binary

a) Convert 289_{10} to binary using subtraction or
division remainder. Show your work.

b) Convert BF_{16} to binary. Show your work

Answer #1

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1a. Convert 101011101011011101 (base 2) to hexadecimal. Show
your work.
1b. Convert 67 (base 10) to 8-bit binary using signed magnitude.
Show your work.
1c. Convert 69 (base 10) to 8-bit binary using one’s complement.
Show your work.
1d. Convert 70 (base 10) to 8-bit binary using two’s complement.
Show your work.

Convert to 8 bit binary and perform integer subtraction on
140-235. Does overflow happen?

2 Convert each of the following octal numbers to 10-bit binary,
hexadecimal, and decimal. Show your work.
(a) 368
(b) 7568
3 Convert the following binary values into Decimal, Octal and
hexadecimal. Show your work.
(a) 111010101011112
(b) 1010111011001102
(c) 1011101010001112
(d) 1111101011102
4 Convert the following hexadecimal numbers to 16-bit binary and
decimal numbers. Show your work.
(a) FE9816
(b) FCAD16
(c) B00C16
(d) FEDF16
5 Perform the addition on the following unsigned binary numbers.
Indicate whether or not...

5. Convert each of the following binary numbers into base 10.
Show your work.
(a) 0011 0001 (b) 0011 1011 (c) 0101 0110 (d) 1101 1101 (e) 0001
1000 (f) 0010 1110

Convert the following binary floating point number
100101.1001010101
using IEEE-756 single precision representation
Plz show work, thanks!

Convert the hexadecimal number DEADBEEF to
binary.
Convert the following decimal number to binary:
a) 356
b) 658
What decimal value does the 8-bit binary number 10011110
represent if it is on a computer using two’s complement
representation?
What decimal value does the 8-bit binary number 10110100 have
if it is on a computer using two’s complement representation?
please show your work for question number 4. thank you.

Add decimal numbers using binary additions for 170 and 493.
Steps: Convert each number to binary first. Then add the two binary
numbers using binary addition. Make sure to keep track of the carry
bit and show the carry for each step even when it is zero. Please
show all work.

Question 1: A. Convert the following numbers to their decimal
representation. Show your work. 1. 100110112 =
2. 4567 =
3. 38A16
= 4. 22145 = B. Convert the following numbers to their binary
representation: 1. 6910 =
2. 48510=
3. 6D1A16 = C. Convert the
following numbers to their hexadecimal representation: 1. 11010112
=
2. 89510 = Question 2: Solve the following, do all calculation
in the given base. Show your work.

Convert 10010111111 binary to hexadecimal using the group 4
weighted system. Need to see work please

convert 0.83828125 to binary using 8 bit to right of binary
point

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