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 among the following is incorrect about cache memory?
Which among the following statements is incorrect about secondary memory?
Which among the following registers in Instruction Cycle holds the last instruction fetched?