A series of beakers are set up containing a chemical compound that decays over time. At time intervals, the concentration in one of the beakers is measured and recorded between times (t) (h) and concentrations (C) (mg/L). The model for the data is expressed as dc dt where k is the reaction rate (h-¹) and n is the order of reaction. Table 2 shows the value of concentration, C (mg/L) vs time, t (h). Time, t (h) Concentration, C (mg/L) -kcn 0 12 Table 2 1 10.7 2 10.2 3 39 9 4 8.3 (Eq. 2) 5 7.1

Chemistry: Principles and Reactions
8th Edition
ISBN:9781305079373
Author:William L. Masterton, Cecile N. Hurley
Publisher:William L. Masterton, Cecile N. Hurley
Chapter11: Rate Of Reaction
Section: Chapter Questions
Problem 81QAP: The hypothetical reaction QR+Xproductswas monitored at 27C as a function of time. The following...
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(a)     If k = 0.08 and n = 1.1, predict the value of concentrations from = 0 h to = 5 h to the most accurate value.

(b) Calculate the sum of the square of the residual (SSR). where  SSR = Σ(Predicted data - Measured data)2

A series of beakers are set up containing a chemical compound that decays over time. At time
intervals, the concentration in one of the beakers is measured and recorded between times (t) (h)
and concentrations (C) (mg/L). The model for the data is expressed as
dC
dt
where k is the reaction rate (h-¹) and n is the order of reaction.
Table 2 shows the value of concentration, C (mg/L) vs time, t (h).
Time, t (h)
Concentration, C (mg/L)
-kCn
0
12
Table 2
1
10.7
2
10.2
39
9
4
8.3
(Eq. 2)
5
7.1
Transcribed Image Text:A series of beakers are set up containing a chemical compound that decays over time. At time intervals, the concentration in one of the beakers is measured and recorded between times (t) (h) and concentrations (C) (mg/L). The model for the data is expressed as dC dt where k is the reaction rate (h-¹) and n is the order of reaction. Table 2 shows the value of concentration, C (mg/L) vs time, t (h). Time, t (h) Concentration, C (mg/L) -kCn 0 12 Table 2 1 10.7 2 10.2 39 9 4 8.3 (Eq. 2) 5 7.1
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