PROBLEM-SOLVING: The following data shows the decomposition of hydrogen peroxide, H2O2 in an aqueous solution over time. 1. Construct the C vs t plot on a, indicate the proper labels. 2. Determine the order of reaction 3. Calculate: -Slope of the line -Rate constant -Half-life -Shelf-life

The rate expression for the reaction between H2O2 and KI is:rate = k[H2O2]m [KI]nwhere: k = rate constantm = order of reaction with respect to H2O2n = order of reaction with respect to KI   Table 2:  Molarity of H2O2 and KI and Reaction Rate Trial H2O2 Concentration, M KI Concentration, M Reaction Rate(Reciprocal Slope) 1 0.29 M 0.40 M 14.08 2 0.29 M 0.20M 25 3 0.023 M 0.40 M 20     please help me with this part and please show me all steps    Rate constant value                         Trial 1 ______________                         Trial 2 ______________                         Trial 3 ______________                         Average _____________

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Determining Individual Reactant Order and Half-Life from Plotted Data-Your Turn #1 Consider a chemical reaction, where "A" is one of the reactants. During the course of this chemical reaction, the concentration of A was measured as a function of time, and the results were plotted: 1)Analyze these plotted data, complete the 0.9 0.8 table below. 0.7 0.6 2)Work with these [(t)] data and MS Excel to determine the reaction order with respect to the concentration of "A". How are you going to manipulate the above equations and re-plot the tabulated numbers to determine the order? 三 05 30.4 0.3 0.2 0.1 50 100 150 200 250 300 350 400 450 500 3)Finally, calculate the rate constant 'k' using your Excel work and find a way to estimate half-life of "A" (both with proper units). Time (seconds) Order in [A] = k = half-life =.

Calculate the time (min)required for a first-order reaction A -> Product to be 64.9% completed, knowing that the half lifetime t 1/2 is 206 min

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