Passage 4: Hydrogen Peroxide
Hydrogen peroxide (H2O2) is a common component in fuels, antiseptics, and
bleaching agents due to its strong oxidizing properties. It decomposes into water
and O2 gas via the following relationship:
2H2O2 (aq) = 2H2O(l) + O2 (g) ΔH: -98kJ/mol (Reaction 1).
Researchers performed decomposition of H2O2 with potassium iodide (KI) at
various temperatures. Specifically, they measured the rate of oxygen gas evolution
at varying concentrations of H2O2 and KI as well as varying temperatures. Results
are summarized in Table 1:
The specific heat capacity of the hydrogen peroxide solution was measured to be
2.5 J/g°C and was slightly more dense than water at 1.45 g/cm3. Hydrogen peroxide
is quite environmentally friendly as an oxidizing agent because of this harmless
decomposition into water and oxygen gas.
At the end of the experiment, the researchers noticed that no potassium iodide
had been consumed over the course of their project, although its presence always
increased reaction rate relative to the same reaction run at the same temperature
and concentrations in its absence.
Which component of the arrhenius equation does the presence of KI affect,
and how?
A) KI presence increases the pre-exponential term; it increases the collision
frequency of the reactants
B) C. KI presence increases the exponential term; it lowers the activation
energy and makes the transition state easier to reach
C) KI presence decreases the exponential term; it lowers the temperature at
which the forward reaction is favorable
D) KI presence decreases the pre-exponential term; it decreases the fraction
of possible transition states that are chemically unproductive
Correct answer: B. Catalysts are species in a chemical reaction that
increase rate but are not consumed in the formation of the products. It can be
concluded that KI, in the context of the decomposition of hydrogen peroxide, is
a catalyst for this reason. Catalysts act by decreasing the activation energy (the
energy required to reach the transition state), thus increasing the rate of reaction.
This is reflected in the Arrhenius equation where a decrease in activation energy
increases the rate constant due to the exponential component of this relationship