Step 1: Concept:
The problem requires ordering distinct regions of the electromagnetic (EM) spectrum based on their wavelength ($\lambda$).
Step 2: Key Formula or Approach:
The electromagnetic spectrum follows an inverse relationship between energy/frequency and wavelength: higher energy means shorter wavelength ($E = hc/\lambda$).
The general order of the EM spectrum from highest energy shortest wavelength to lowest energy longest wavelength is:
Gamma Rays $\rightarrow$ X-Rays $\rightarrow$ Ultraviolet (UV) $\rightarrow$ Visible Light $\rightarrow$ Infrared (IR) $\rightarrow$ Microwaves $\rightarrow$ Radio Waves.
Step 3: Step-by-step Explanation:
• We need to arrange them in increasing order of wavelength (shortest to longest).
• A. Gamma rays: Highest energy, shortest wavelength ($< 0.01 \text{ nm}$). (Position 1)
• D. Ultraviolet rays: Lower energy than Gamma, shorter than visible ($10 - 400 \text{ nm}$). (Position 2)
• C. Visible rays: Intermediate energy and wavelength ($400 - 700 \text{ nm}$). (Position 3)
• B. Infrared rays: Lower energy than visible, longer wavelength ($700 \text{ nm} - 1 \text{ mm}$). (Position 4)
• E. Radio waves: Lowest energy, longest wavelength ($> 1 \text{ m}$). (Position 5)
• The sequence from shortest to longest wavelength is: Gamma (A) $<$ UV (D) $<$ Visible (C) $<$ IR (B) $<$ Radio (E).
Step 4: Final Answer:
The correct increasing order is A, D, C, B, E, which matches option (C).