Nibbles to Bits Conversion Explained
Understanding the relationship between data units is crucial in computing. A common unit is the 'nibble'.
A nibble is a unit of data equal to 4 bits. It represents half a byte.
The question asks to find the equivalent number of bits for 100 nibbles.
Calculation Steps
- Identify the conversion factor: 1 nibble = 4 bits.
- Multiply the given number of nibbles by the conversion factor to find the total bits.
Calculation: $ 100 \text{ nibbles} \times 4 \frac{\text{bits}}{\text{nibble}} = 400 \text{ bits} $
- Therefore, 100 nibbles are equal to 400 bits.
Similar Questions
- Which of the following is an example of non-volatile memory?:
- Which of the following is NOT a property of ROM (Read Only Memory)?
- Which among the following is the largest unit of memory of a computer system?
- 1 EB is equal to ________.
- Which is the primary memory of a computer?
- Where is the cache memory located?
- Which of the following is a volatile memory?
- Non-volatile memory is a type of computer memory that can retain stored information even when the computer is:
In a computer system, a running program stores currently required data in RAM. What does RAM stand for?
Consider the following statements regarding RAM and ROM and select the correct option.
(i) ROM is faster than RAM because it stores permanent system instructions accessed less frequently by the CPU.
(ii) RAM can be read from and written to by the CPU, but its contents are erased when the power is turned off.
Important Questions from Memory
One Exabyte is equal to ______.
Which of the following needs to be refreshed to retain data even when power is on (electric current flows)?
Which of the following has the highest storage?
Which storage medium has tracks and sectors?
The actual timing signals that govern the transfer of data between input unit, processor, memory and output units are generated by the ________ and the ______ stores the processed data.
