WebSolution A First order reaction is 50% complete in 69.3 minutes. Time required for 90% completion for the same reaction is 230.3 min. Concept: Rate of Reaction and Reactant … WebMay 24, 2024 · A first order reaction takes `69.3` minutes for `50%` completion. How much time will be needed for `80%` completion: [Give your answer divide by `80.48`]
A first order reaction takes 69.3 minutes for 50% completion
WebDefine first-order. first-order synonyms, first-order pronunciation, first-order translation, English dictionary definition of first-order. adj logic quantifying only over individuals and … WebA first-order reaction takes 69.3 min for 50% completion. What is the time needed for 80% of the reaction to get completed? (Given: log 5 = 0.6990, log 8 = 0.9030, log 2 = 0.3010) Advertisement Remove all ads Solution Half-life t 1 2 = 0.693 k k = 0.693 69.3 = 1 100 = 0.01 min –1 For first-order reaction k = 2.303 t log [ R o] [ R] nvd db connection cannot be established
69.3 Minutes to Hours 69.3 min to hr - Convertilo
WebIf the half life period for a first order reaction is 69.3 seconds, what is the value of its rate constant? Easy Solution Verified by Toppr If half life of first order reaction is T then its rate constt, K= T0.693= 69.30.693=0.01sec −1 Video Explanation Solve any question of Chemical Kinetics with:- Patterns of problems > Was this answer helpful? 0 WebA first order reaction takes 69.3minutes for 50%completion. How much time (in minute) will be needed for 80%completion? [Given: log 5= 0.7, Enter the nearest integer value] Hard Open in App Solution Verified by Toppr Correct option is A) For 50%completion time required =69.3 min ∴t1/2=69. min K=t 1/20.693 =69.30.693 =10−2 min−1 A first order reaction takes 69.3 minutes for 50% completion. How much time will be needed for 80% completion? Medium Solution Verified by Toppr t 1/2=69.3 min= Kln 2 K= 69.3ln 2min −1 For 80 % conversion, if we assume initial concentration to be a o, concentration left would be 5a o t× 69.3ln 2=ln(a o/5a o) t= ln 269.3 ln 5=161 min −1 nv dept of admin