What exponent represents one petabyte in terms of bytes?

A petabyte is a unit of digital information storage that is commonly used in computing and data management. To understand why the exponent representing one petabyte is 10^15 bytes, it's important to grasp the relationship between these large units of data.

1. A byte is the basic unit of data, typically representing one character of information.
2. The metric prefixes used in computing often utilize powers of ten, where one kilobyte (KB) equals 10^3 bytes, one megabyte (MB) equals 10^6 bytes, one gigabyte (GB) equals 10^9 bytes, and one terabyte (TB) equals 10^12 bytes.
3. Extending this pattern, one petabyte, which is the next order of magnitude after terabyte, is equal to 10^15 bytes.

This means that if you were to convert from petabytes to bytes, you would have 1 petabyte = 1,000 terabytes = 1,000,000 gigabytes = 1,000,000,000 megabytes = 1,000,000,000,000 kilobytes = 1,000,000,000,000,000 bytes, which simplifies to 10