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Chemical Kinetics - Order, Molecularity, Integrated Rate Equations

Chemistry ยท Grade 12 ยท Week 10 ยท 25 questions

All 25 questions in this Chemical Kinetics - Order, Molecularity, Integrated Rate Equations quiz

Grade 12 Chemistry โ€” Chemical Kinetics - Order, Molecularity, Integrated Rate Equations: 25 practice questions with instant scoring and explanations.

  1. For a first-order reaction, the integrated rate equation is:
  2. For a zero-order reaction, the integrated rate equation is:
  3. For a second-order reaction, the integrated rate equation is:
  4. The half-life (tโ‚/โ‚‚) for a first-order reaction is:
  5. The half-life for a zero-order reaction is:
  6. The half-life for a second-order reaction is:
  7. For a first-order reaction, half-life is:
  8. A straight line plot of ln[A] vs t indicates:
  9. A straight line plot of 1/[A] vs t indicates:
  10. A straight line plot of [A] vs t indicates:
  11. For first-order reaction, if [A]โ‚€ = 0.1 M and k = 0.01 sโปยน, after 69.3 s, [A] =:
  12. For the reaction A โ†’ B + C, if initial [A] = 1 M and after 100 s, [A] = 0.25 M, the order if k = 0.00173 is:
  13. The average rate of reaction is calculated as:
  14. The instantaneous rate is obtained from:
  15. For consecutive first-order reactions A โ†’ B โ†’ C, the maximum [B] occurs at:
  16. The fractional order reaction occurs when:
  17. For a reaction with rate law Rate = k[A]^1.5, the units of k are:
  18. The integrated form helps in determining:
  19. If a reaction is 50% complete in 20 minutes and 75% complete in 40 minutes, the order is:
  20. For a first-order reaction, the time taken for [A] to become [A]โ‚€/4 is:
  21. The shelf life of a drug depends on:
  22. For reaction aA โ†’ products, if [A] changes from 1 M to 0.75 M in 10 s, and from 0.75 M to 0.5625 M in next 10 s, order is:
  23. The rate of reaction at any time can be found from:
  24. For first and second order reactions, the order can be determined by:
  25. A reaction that shows zero-order kinetics is:
Question 1 of 250 correct so far

For a first-order reaction, the integrated rate equation is: