Computer Number System

An eight bit byte is capable of representing how many different characters?

The ASCII code of ‘A’ is

The least significant bit of the binary number, which is equivalent to any odd decimal number is

The sum of 11010 + 01111 equals

When two binary numbers are added, then an overflow will never occur if

The decimal equivalent of the hexadecimal operation A10 + B21 is

The logic XOR operation of (4AC0)₁₆ and (B53F)₁₆ results

Determine the octal equivalent of (432267)₁₀?

The binary equivalent of (234.125)₁₀?

What is a potential problem of 1’s complement representation of numbers?

Suppose we have a 10-bit computer that uses 10-bit floating point computational unit (Float number uses IEEE floating-point arithmetic where a floating point number has 1 sign bit, 5 exponent bits, and 4 fraction bits). The representation for +∞ (plus infinity) is

Suppose we have a 10-bit computer that uses 10-bit int (2's complement representation). the number representation of - 35 is

Let the given number 11001, 1001 and 111001 be correspond to the 2’s complement representation. Then with which one of the following decimal number, the given numbers match

The range of the exponent E in the IEEE754 double precision (Binary 64) format is _____

Given that numbers A and B are two 8 bit 2’s complement numbers with A = 11111111, B = 11111111. Then sum A + B is _________

Consider the following 4- bit binary numbers represented in the 2’s complement form : 1101 and 0100 What would be the result when we add them?

The quotient, if the binary number 11010111 is divided by 101, is___

What is the hexadecimal representation of the decimal number 265?

Consider a 9-bit representation. Which of the following correctly gives the smallest number that can be represented in: 

What is the equivalent decimal value of the unsigned binary number 10101.10101?

Find the hexadecimal equivalent of octal number 463:

What is the binary equivalent of 2BC4?

In which form, a digital computer processes information?

Binary addition 0010 + 0010 equals

BCD of 52 is

1’s complement of 1011

Binary equivalent of 15 is

BCD of 82 is

Binary equivalent of 10 is