Which statement accurately describes digital measurements from smallest to largest?

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Multiple Choice

Which statement accurately describes digital measurements from smallest to largest?

Explanation:
Understanding digital measurements relies on prefixes that show how many times larger a unit is. For bits, the unit is denoted with a lowercase b, and each step up uses the usual kilo, mega, giga, tera progression. So kilobit (kb) is 1,000 bits, megabit (mb) is 1,000,000 bits, gigabit (Gb) is 1,000,000,000 bits, and terabit (Tb) is 1,000,000,000,000 bits. That makes kb < mb < Gb < Tb, which is exactly the order shown. The other options either mix bits with bytes (which uses a different unit, denoted by a capital B) or use inconsistent capitalization, which can imply a different measurement. The sequence that consistently uses bits in ascending order correctly reflects the smallest to largest measurements.

Understanding digital measurements relies on prefixes that show how many times larger a unit is. For bits, the unit is denoted with a lowercase b, and each step up uses the usual kilo, mega, giga, tera progression. So kilobit (kb) is 1,000 bits, megabit (mb) is 1,000,000 bits, gigabit (Gb) is 1,000,000,000 bits, and terabit (Tb) is 1,000,000,000,000 bits. That makes kb < mb < Gb < Tb, which is exactly the order shown.

The other options either mix bits with bytes (which uses a different unit, denoted by a capital B) or use inconsistent capitalization, which can imply a different measurement. The sequence that consistently uses bits in ascending order correctly reflects the smallest to largest measurements.

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