Answer:
1111 1111 0001 0000 0101 0010 1001
00112
Explanation:
Addiditive inverse means by adding the number to its additive
inverse the result must be zero.
In the binary system, additive inverse would be its 1's
compliment.
3 assume we have the following For 1. X DWORD 0000 00001110|1111|1010|1101|01101100, Complete all cells The...
please make sure the answer is clear.
3. Given X (0100 0010 0000 1111 0000 0000 0000 0000)2 and Y (0100 0001 1010 0100 0000 0000 0000 0000)2 in single precision IEEE-754 floating point numbers, perform the following operations. Show all of your work and express the final answer in single precision IEEE 754-floating point representation. 1. X+Y 2. X*Y Hint: show each value in binary normalized scientific notation prior to performing the arithmetic. This should make following the algorithms...
Given A = (1111 0011 1100 0011 1100 0000 0000 0000)2 and assuming A is a single precision IEEE-754 floating point number, what decimal value does A represent? Show A in normalized scientific notation: 1.X * 2Y. Convert (28.4)10 to IEEE-754 single-precision binary. Given X = (0100 0010 0000 1111 0000 0000 0000 0000)2 and Y = (0100 0001 1010 0100 0000 0000 0000 0000)2 in single precision IEEE-754 floating point numbers, perform the following operations. Show all of your...
Given X = (0100 0010 0000 1111 0000 0000 0000 0000)2 and Y = (0100 0001 1010 0100 0000 0000 0000 0000)2 in single precision IEEE-754 floating point numbers, perform the following operations. Show all of your work and express the final answer in single precision IEEE 754-floating point representation. 1. X+Y 2. X*Y Hint: show each value in binary normalized scientific notation prior to performing the arithmetic. This should make following the algorithms easier. Rubric: Shows X and Y...
We have learned a famous shift cipher called Caesar Cipher. Now if we are given a plain test: THE ART OF WARAnd key = 3 (a shift by 3 letters), please give the ciphertext Given an 8 bit block P = 10101111 and a key K = 01101011, please give the result of bitwise XOR between P and K Please give the left 2 shift of the 8 bit text 01100101 Use the given a permutation table 23614857 to define...
5. Fill in all cells that have numbers. X WORD Y WORD Z WORD PSEUDO CODE X = 9D1016 Y=9E89,6 Z:=X+Y 6. Fill in all cells that have numbers. X BYTE Y BYTE Z BYTE PSEUDO CODE X = 20510 Y:= 225, Z:=X+Y 7. Fill in all cells that have numbers. X DWORD Y DWORD Z DWORD PSEUDO CODE X = 05FFAD10,6 Y:= 7FFEDE89,6 Z:=X-Y TITIL
Arduino.
DEC HEX BIN(4-bits) Introducing ARDUINO 0 0 0000 1 1 0001 2 2 0010 3 3 0011 4 4 0100 5 5 0101 How many 1/0 of Port-D? How many usable 1/0 of Port-D, if Serial-Communication is in-used? What is the Arduino's pin assignment of ATMEL's PC5, PB3, & PD1*? What is the ATMEL's pin assignment of Arduino's D13*, D1, & D19? To complete the table about Number System Conversion (shown your step) 6 6 0110 7 7 0111...
DO bit 0 1 Q-2 (25p): Assume that logical addresses are 16-bit long: 3 bits for segment no and 13 bits for offset. Segment table of the currently running process is given below: a) (5) How many segments can this Segment Present Modify process have at maximum? Length bit Base 0 0 0 0100 0111 0000 0100 0000 1000 0100 b) (15) Convert the following logical 1 1 0100 0100 0001 0010 0010 1100 1000 address to physical (real) address...
Evaluate the following problems.
a)
1. Evaluate den(Y,0,16)
2. Evaluate hex(Y[0],2)
3. Evaluate HEX(*(Y+4),2)
4. Evaluate oct(*(Y+4),3)
5. Convert Y into 13-bit binary
6. Evaluate den(Y[4],0,2)
7. What is the octal representation (3 digit) of denary 256?
8) What is the Hex ...... (3 Hex digit) of denary 256?
1530:Y 11111101 1531 01010101 1532 10000 1111 1533 1000 0000 1534 11111111 1535 10001 1101 1536 0010 1010 1537 1000 0011
Assume we have the following PDF for the random variable X x 0 1 2 3 4 f ( x ) .2 .1 .15 .3 .25 If Var ( X ) = 2.11, what is Var(3-2X)
Base no bit 0 0 Q-2 (25p): Assume that logical addresses are 16-bit long: 3 bits for segment no and 13 bits for offset. Segment table of the currently running process is given below: a) (5) How many segments can this Segment Present Modify Length process have at maximum? bit 0 00100 0111 0000 0100 0000 1000 0100 b) (15) Convert the following logical 10100 0100 0001 0010 0010 1100 1000 address to physical (real) address. 2 01100 0100 0000...