A4(g) -> 4A(g), first-order decomposition. Concentration-time graph shows [A4] and [A] curves inters β Chemical Kinetics Chemistry Question
Question
A4(g) -> 4A(g), first-order decomposition. Concentration-time graph shows [A4] and [A] curves intersecting at t=30 min.
![Chemistry diagram for: A4(g) -> 4A(g), first-order decomposition. Concentration-time graph shows [A4] and [A] curves intersecting at t=30 min.](/_next/image?url=https%3A%2F%2Furywdhpqdpvmqzlenttu.supabase.co%2Fstorage%2Fv1%2Fobject%2Fpublic%2Fquestion-images%2Fnk%2Fch11_exII_Q15.png&w=1920&q=75)
Answer: A,B,D
π‘ Solution & Explanation
At intersection: C0*e^-30K = 4*C0*(1-e^-30K) => e^-30K = 0.8. (a) Fraction complete = 0.2 = 20% (correct). (b) K = -ln(0.8)/30 = 0.00743 min^-1; t_1/2 = 93 min β 90 min (correct). (d) Intersection time independent of C0 (correct). (c) Rate decreases exponentially, not linearly.
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