Which of the following is the largest size of computer memory? A. Petabyte B. Yottabyte C. Terabyte D. Gigabyte
B
Computer memory and storage capacities are measured in various units. These units are based on powers of 2, specifically 1024, because computers use binary (base-2) systems. Understanding the hierarchy of these units helps in comparing different storage or memory sizes.
The question asks to identify the largest size among the given options: Petabyte, Yottabyte, Terabyte, and Gigabyte.
Let's look at the standard units of computer memory size and their relationships:
The relationship between these units, moving from smaller to larger, is based on powers of 1024 (or $2^{10}$).
Looking at this hierarchy, we can see that each unit is 1024 times larger than the previous one in the sequence (GB < TB < PB < EB < ZB < YB).
Comparing the given options:
Following the scale, Yottabyte is the largest unit among these options because it is many steps higher in the hierarchy than Petabyte, Terabyte, or Gigabyte.
Therefore, the largest size of computer memory among the given options is Yottabyte.
| Unit | Abbreviation | Equivalent Size (approx.) |
|---|---|---|
| Kilobyte | KB | $1024$ Bytes |
| Megabyte | MB | $1024$ KB |
| Gigabyte | GB | $1024$ MB |
| Terabyte | TB | $1024$ GB |
| Petabyte | PB | $1024$ TB |
| Exabyte | EB | $1024$ PB |
| Zettabyte | ZB | $1024$ EB |
| Yottabyte | YB | $1024$ ZB |
While the standard units like KB, MB, GB, TB, PB, EB, ZB, and YB are based on powers of 1024 ($2^{10}$), sometimes prefixes are used based on powers of 1000 ($10^3$), especially in networking and storage marketing. These are known as decimal prefixes (like kilobyte = 1000 bytes) versus binary prefixes (like kibibyte = 1024 bytes).
However, in the context of memory and operating systems, the base-1024 standard is most commonly used for units like Gigabyte, Terabyte, Petabyte, and Yottabyte as discussed here.
The units beyond Yottabyte also exist, such as Brontobyte and Geopbyte, representing even larger sizes.
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