Know the main regions of the electromagnetic spectrum in order of frequency and in order of wavelength

3.3 Electromagnetic Spectrum

Objective: Know the main regions of the electromagnetic spectrum in order of frequency and in order of wavelength. ⚡️

Order by Frequency (Highest → Lowest)

  1. Gamma rays – the most energetic, like a superhero’s laser beam. \$f\$ = \$10^{19}\$\$10^{20}\$ Hz
  2. X‑rays – great for seeing inside objects, like a detective’s X‑ray vision. \$f\$ = \$10^{16}\$\$10^{19}\$ Hz
  3. Ultraviolet (UV) – the invisible part of sunlight that can burn your skin. \$f\$ = \$10^{15}\$\$10^{16}\$ Hz
  4. Visible light – the colours we can see, from red to violet. \$f\$ = \$4.3\times10^{14}\$\$7.5\times10^{14}\$ Hz
  5. Infra‑red (IR) – the heat you feel from a campfire. \$f\$ = \$10^{11}\$\$10^{14}\$ Hz
  6. Microwaves – used in ovens and Wi‑Fi, like a gentle kitchen heat. \$f\$ = \$10^{9}\$\$10^{11}\$ Hz
  7. Radio waves – the longest waves, used for music and TV. \$f\$ = \$10^{3}\$\$10^{9}\$ Hz

Order by Wavelength (Shortest → Longest)

  1. Gamma rays – \$\lambda\$ = \$10^{-12}\$\$10^{-9}\$ m
  2. X‑rays – \$\lambda\$ = \$10^{-9}\$\$10^{-7}\$ m
  3. Ultraviolet (UV) – \$\lambda\$ = \$10^{-7}\$\$4\times10^{-7}\$ m
  4. Visible light – \$\lambda\$ = \$4\times10^{-7}\$\$7.5\times10^{-7}\$ m
  5. Infra‑red (IR) – \$\lambda\$ = \$7.5\times10^{-7}\$\$1\times10^{-3}\$ m
  6. Microwaves – \$\lambda\$ = \$1\times10^{-3}\$\$0.1\$ m
  7. Radio waves – \$\lambda\$ = \$0.1\$\$10^3\$ m

Exam Tip: Remember that frequency and wavelength are inversely related: \$f = \dfrac{c}{\lambda}\$. A quick way to check your order is to see that higher frequency always means shorter wavelength. 📚

RegionFrequency Range (Hz)Wavelength Range (m)
Gamma rays\$10^{19}\$\$10^{20}\$\$10^{-12}\$\$10^{-9}\$
X‑rays\$10^{16}\$\$10^{19}\$\$10^{-9}\$\$10^{-7}\$
Ultraviolet (UV)\$10^{15}\$\$10^{16}\$\$10^{-7}\$\$4\times10^{-7}\$
Visible light\$4.3\times10^{14}\$\$7.5\times10^{14}\$\$4\times10^{-7}\$\$7.5\times10^{-7}\$
Infra‑red (IR)\$10^{11}\$\$10^{14}\$\$7.5\times10^{-7}\$\$1\times10^{-3}\$
Microwaves\$10^{9}\$\$10^{11}\$\$1\times10^{-3}\$\$0.1\$
Radio waves\$10^{3}\$\$10^{9}\$\$0.1\$\$10^3\$