H.W 2: Find the unknown value for each of the following physical address. Assume all numbers are hexadecimal numbers (a) D765:???? =DABC0 (b) ????:CD21=32D21
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Find the unknown value for each of the following physical address.
Assume all numbers are hexadecimal numbers
(a) D765:???? =DABC0
(b) ????:CD21=32D21
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- Q4/ The decimal 793.251)= ( number O 1431.200 O No one of them 1431.204 number ( O 1341.200 O 1341.201 ) in octal10. Subtract the following hexadecimal numbers. b) A55(16) - C5(16) = (Hex) A (Decimal Equivalent) C 5 11. Convert the following decimal numbers to 8421 BCD and Excess-3. Decimal 8421-BCD Excess-3 7910 = 3110 = 12. Complete the following table showing the 3-bit Gray codes corresponding to 010 to 810. Decimal Binary 000 Gray Code 1 001 2 010 3. 4 011 100 101 ETEC122: DIGITAL SYSTEMS 3 Wintb) There are five binary or hexadecimal numbers and six decimal conversions. Draw a line to connect each binary/hexadecimal to decimal number. Binary/Hexadecimal Decimal 4E 78 11011010 157 10011101 167 A7 25 19 218
- Convert the following numbers: 10101010 binary to hexadecimal Hexadecimal number BEAD to decimal Decimal number 129 to binary. Decimal 47802 to hexadecimal.Design the interfacing circuit shown below and write a program to display single digit (between 0 and 9) prime numbers followed by even numbers, the next odd numbers and repeats in 7-segment displays and its equivalent 8-bit binary value in LEDS. a) When displaying Prime numbers, the first 7-segment display must show "P" and the second 7-segment display must show prime numbers one by one b) When displaying Even numbers, the first 7-segment display must show "E" and the second 7-segment display must show even numbers one by one c) When displaying Odd numbers, the first 7-segment display must show "O" and the second 7-segment display must show even numbers one by one1. Convert the following decimal numerals to their binary, octal and hexadecimal equivalents (in case of infinite extension, compute the first 10 digits after dot): a. 55438, b. 237170, c. 586.609375 d. 22.016845703125 e. 416.712 2. Convert (416.715); to its decimal, binary, and hexadecimal equivalent 3. Find appropriate numeral system base, for which given equation is correct: a. 12,1 = 302/20 b. 41/3 = 13 c. 23+44+14+32 = 223 4. Find 8-bit l's complement numerals representing the following decimal numerals: a. 89 b. 135 c. 225 d. -37 e. -78 f. -128 g. -230 5. Repeat task 4, this time searching for 2's complement numerals 6. Compute: a. 11100 + 10001 b. 11100 + 00100 c. 01100 - 10011 assuming (one-by-one): signed-magnitude, l's complement, 2's complement representation
- Question 4 a) The IEEE Standard 754 representation of a floating point number is given as: 01101110110011010100000000000000. Determine the binary value represented by this number. b) Convert each of the following hexadecimal values to binary. i) AB1916 ii) 2DEF16 iii) 8A4516 iv) 9B5A16 c) If a computer's system clock is 2.4 GHz, calculate the period of the system clock. d) If an 8-bit binary number is used to represent an analog value in the range from 200 ounces to 700 ounces, what is the resolution of the system?Problem 2 a) Convert each of the following binary numbers to octal and hexadecimal forms: (show your work) (1111110000.1)2 (10100110)2 (101100011001)2 b) Express each of the following octal/hexadecimal numbers in binary and decimal forms: (show your work) (7765) 8 (FB17)16 (A14)16 c) Convert each of the following decimal numbers to BCD: (128)10 (547)10 (1051)105. Convert the Octal number (453.47)8 to decimal number. 6. Convert the Hexadecimal number (A493.C4)16 to decimal number. 7. Convert the BINARY number (10110.111)2 to decimal number.
- Convert the following number into binary number to octal and then to decimal. Answer all the question and provide step by step solution. a) 11011100.101010 b) 01010011.010101 c) 10110011(onvert to Octal, Decimal and Hexade e imal. 319812Q1/The binary number ( 1011011011011.1110111001101)= ( ) in octal number *