Part B - Use the data in(Figure 1) to calculate reaction rate in terms of B duri
ID: 1057931 • Letter: P
Question
Part B - Use the data in(Figure 1) to calculate reaction rate in terms of B during the time period of 1.00 min to 3.50 min.
Part C
The reaction rates calculated above in terms of A and B during the same time period (1.00 min to 3.50 min) are Please Choosedifferent. the same.
Part D - For the generic reaction: A? B
The Rate Expression is written as: Reaction Rate=?1a?[A]?t=1b?[B]?t
Why is there a negative sign in the expression for reaction rate in terms of the reactant A?
Part E - What does a negative sign in any rate expression mean?
Select all that apply.
calculate and compare the average rate during different time periods
for the same reaction, A? B
Part F - Calculate the average rate between 3.50 – 7.00 min.
Part G - Calculate the average rate between 7.00 – 12.00 min.
Part H
The reaction rate Please Choose
increases
decreases
remains constant
shows no trend as the reaction proceeds.
Part I - Suggest an explanation for this trend.
The substance is being consumed. The reaction is proceeding backward. The substance is a reactant. The rate of the reaction is decreasing. None of the above. Time (min) 0.00 1.00 3.50 7.00 12.00 Table 1 A B [A] M 0.050 0.040 0.030 0.020 0.010 [Bl M 0.00 0.010 0.020 0.030 0.040Explanation / Answer
From the given data in the table
Part B : rate in terms of B
= (0.02 - 0.01)/(3.5 - 1)
= 0.004 M/s
Part C : rate for A and B are different between 1 and 3.5 min
Part D : As the reaction progresses, the concentration of reactant A reduces, thus we have a -ve sign in front of A.
Part E : The negative sign means,
The substance is being consumed
The substance is a reactant
Part F : Average rate between 3.50 - 7.00 min
= -(-0.01)/3.5
= 0.00286 M/min
Part G : average rate between 7-12 min
= -(-0.01)/5
= 0.002 M/min
Part H : The reaction rate
decreases
Part I : As the reaction progresses, the saturation point is reached due to accumulation of product in the system which lowers the rate of forward reaction.