Updated: Dec 9, 2025 | Source: 2023-2027 Question Pool | Topic: G5B
G5B01G5B

What dB change represents a factor of two increase or decrease in power?

Deep Dive: G5B01

The correct answer is B: Approximately 3 dB. The dB change that represents a factor of two increase or decrease in power is approximately 3 dB. Each 3 dB represents a 2:1 power ratio (3 dB ≈ 2×). For amateur radio operators, this is a fundamental relationship. Understanding this helps when comparing power levels.

Why Other Answers Are Wrong

Option A (2 dB): Incorrect. 2 dB is less than 2:1 - 2 dB represents about 1.58:1, not 2:1. 3 dB is needed for 2:1. Option C (6 dB): Incorrect. 6 dB is too much - 6 dB represents 4:1, not 2:1. 3 dB is for 2:1. Option D (9 dB): Incorrect. 9 dB is way too much - 9 dB represents about 8:1, not 2:1. 3 dB is for 2:1.

Exam Tip

Factor of 2 power change = approximately 3 dB. Think '2'× power = '3' dB. Each 3 dB represents a 2:1 power ratio. Not 2 dB (1.58×), not 6 dB (4×), not 9 dB (8×) - just 3 dB for 2×.

Memory Aid

Factor of 2 power change = approximately 3 dB. Think '2'× power = '3' dB. Each 3 dB represents a 2:1 power ratio. Fundamental dB relationship for power comparisons.

Real-World Example

You double your power from 100 watts to 200 watts. This is a 3 dB increase (2:1 power ratio). If you halve power from 200 watts to 100 watts, that's a 3 dB decrease. Each 3 dB represents a factor of 2 change in power.

Source & Coverage

Question Pool: 2023-2027 Question Pool

Subelement: G5B

Reference: 2023-2027 Question Pool · G5 - Electrical Principles

Key Concepts

dB 3 dB Power ratio 2:1 ratio

Verified Content

Question from the official FCC General Class pool. Explanation reviewed by licensed amateur radio operators and mapped to the G5B topic.