Photo AI
Question 1
Iodide ions are oxidised to iodine by hydrogen peroxide in acidic conditions. $$H_2O_2(aq) + 2H^+(aq) + 2I^-(aq) ightarrow I_2(aq) + 2H_2O(l)$$ The rate equation ... show full transcript
Step 1
Answer
When a large excess of and is present, their concentrations effectively remain constant during the reaction. This means that any changes in the reaction rate are solely a result of variations in the concentration of . Thus, the rate can be simplified to depend only on concentration, leading to a zero order reaction with respect to and .
Step 2
Answer
Each sample must be quenched or diluted to stop the reaction before titration. This can be achieved by adding a known volume of dilute acid or water to the sample. This step is crucial to prevent any further reaction that could affect the concentration of , ensuring accurate titration results.
Step 3
Answer
The graph of against time is a straight line that levels off, indicating that the concentration of decreases at a constant rate. If the order with respect to were greater than zero, the graph would show a nonlinear decline in concentration over time. The straight-line relationship confirms that the rate of reaction is constant and dependent only on another reactant, showcasing zero order with respect to .
Step 4
Answer
To calculate , one can determine the gradient of the linear part of the graph, which represents the rate of reaction. From the graph, if the change in concentration is rac{0.50 - 0.10}{t} over the measured time interval, then:
Units of $k_i$ are given by: $$ ext{units of } k_i = ext{mol dm}^{-3} s^{-1} / ext{mol dm}^{-3} = s^{-1}$$Step 5
Answer
The results from Table 1 must be plotted on the grid in Figure 2 by marking points corresponding to the time (x-axis) and the concentration of (y-axis). Ensure accurate positioning of the points for clear visualization.
Step 6
Answer
A straight line should be drawn that best represents the overall trend of the data points plotted in Figure 2. The line should minimize the distance from all points to the line, showing the average trend of the concentration changes over time.
Step 7
Answer
To find the rate of reaction at , identify the corresponding tangent on the graph at that concentration. Use the gradient of this line, which represents the rate of reaction. The calculation may show working by indicating two points on the tangent line and applying:
ext{Rate} = ext{gradient} = rac{ ext{change in } [H^+]}{ ext{change in time}}.
Substituting values will yield the exact rate.
Step 8
Answer
To determine the order with respect to A, a series of experiments can be conducted by varying the initial concentration of A while keeping the concentrations of B, C, and X constant. Measuring the initial rate of reaction using 's concentration changes will give insight into how the reaction rate depends on A's concentration. By analyzing the data, one can interpret the relationship between changes in concentration of A and the reaction rate to conclude the order.
Report Improved Results
Recommend to friends
Students Supported
Questions answered