⏳ Half-Life & Rate Law Simulator
Chemical KineticsWhat's happening? First-order half-life: t½ = 0.693/k, independent of concentration. Zero-order: t½ = [A]₀/2k. Second-order: t½ = 1/(k[A]₀).
Half-Life is a core concept tested across JEE Main and Advanced.
Understanding this concept visually builds the intuition you need to solve numerical problems faster and avoid common mistakes.
Key formula
Half-Life Formula
Core Formula
t½ = 0.693/k (1st order)
Adjust the sliders above and watch how changing each variable affects the result in real time.
JEE Application
This concept appears in both numerical and conceptual questions. Master the formula and the visual intuition together.
Step-by-step
How to approach Half-Life problems
- Identify the variables — list what's given and what's asked.
- Apply the core formula — t½ = 0.693/k (1st order).
- Check units — convert to SI units before calculating.
- Verify with intuition — does the answer make physical sense?
Common mistakes
What students get wrong
❌ Wrong units
Always convert to SI units before plugging into formulas.
❌ Forgetting sign conventions
Direction matters. Set up your coordinate system first.
FAQs
Half-Life Questions
How does this concept appear in JEE?
Expect 1-2 questions per paper. Focus on understanding the relationship between variables visually.
What's the most common mistake?
Using wrong units or forgetting to convert. Always check your units first.