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: $ 100 \text{ nibbles} \times 4 \frac{\text{bits}}{\text{nibble}} = 400 \text{ bits} $
Which rewritable optical disc format allows users to erase and update data multiple times?
Which of the following memory types is non-volatile?
One Exabyte is equal to ______.
Which of the following memory is volatile?
Which of the following needs to be refreshed to retain data even when power is on (electric current flows)?
Which of the following is NOT an external memory?