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- A hex number has a representation composed of the digits 4, 7, and A. Select all the potential binary expansions that the hex number can have. 010001111010 010010100111 011101001010 011110100100 101001000111 000100000100 000110100000Convert the value of the following binary numbers to hexadecimal notation a. 11012 b. 111011102What is the decimal representation of each of the following signed binary numbers? 10110101 00101010 11110000
- Determine the decimal value of each signed binary number in the sign-magnitude form: a. 10011001 b. 01110100 c. 1011111110. The decimal number +122 is expressed in the 2's complement form as (a) 01111010 (b) 11111010 (c) 01000101 (d) 10000101The decimal number 250 is equivalent to the binary number(a) 11111010 (b) 11110110 (c) 11111000 (d) 11111011
- The binary number 11011101 is equal to the decimal number(a) 121 (b) 221 (c) 441 (d) 256Convert the following binary numbers to easily readable hexadecimal nota-tion (i.e., convert each four binary digits to a hexadecimal digit) a) 1010101010102 b) 0000111111001101010Convert the following binary numbers to hexadecimal, octal and decimal. a. 101101.101 b. 101.010 c. 1010.101
- 8. Find the 2's complement of the following binary numbers: a.0100 1010 C. 1011 0110 b.1001 0000 D. 0111 0000WHAT IS THE DECIMAL REPERENTATION OF THE FOLLOWING SIGNED 2’s complement BINARY NUMBERS? A. 1011 0101 B. 0010 1010 C. 1111 0000Convert the following decimal numbers to binary floating-point representation, using 4 bits for the fractional part: 68.510 125.4410 99.9910