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This deck focuses on Reaction Rates, giving you a quick way to review the definitions, rules, and examples that matter most for AP Chemistry.
Study Reaction Rates in AP Chemistry with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
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Identify the rate-determining step in a reaction mechanism.
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The slowest step in the mechanism. Controls overall reaction rate.
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This deck focuses on Reaction Rates, giving you a quick way to review the definitions, rules, and examples that matter most for AP Chemistry.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: The slowest step in the mechanism. Controls overall reaction rate.
Answer: Using the method of initial rates. Measure initial rates at different concentrations.
Answer: The proportionality constant (k) in the rate law. Units depend on reaction order.
Answer: Increases the reaction rate. More reactant molecules available for collision.
Answer: Species that appear in the mechanism but not in the overall equation. Formed and consumed during reaction pathway.
Answer: Molarity per second (M/s). Change in concentration per unit time.
Answer: t1/2=k0.693. Time for concentration to drop to half initial value.
Answer: Nature of reactants and presence of a catalyst. Intrinsic properties determine energy barrier height.
Answer: Orientation and frequency of collisions. Pre-exponential factor in Arrhenius equation.
Answer: The number of molecules involved in an elementary step. Can be 1, 2, or 3 for elementary reactions.
Answer: Rate constant increases with temperature. Exponential relationship from Arrhenius equation.
Answer: k=Ae−Ea/RT. Relates rate constant to temperature and activation energy.
Answer: Increases the rate constant. Provides lower activation energy pathway.
Answer: The slowest step in the mechanism. Controls overall reaction rate.
Answer: The slowest step in the mechanism. Controls overall reaction rate.
Answer: Rate constant increases with temperature. Exponential relationship from Arrhenius equation.
Answer: Lowers the activation energy. Provides alternative pathway with lower energy barrier.
Answer: [A] = [A]_0 e^{-kt}. Shows exponential decay of concentration.
Answer: Increasing surface area increases the rate. More contact area means more collision sites.
Answer: No effect; activation energy is constant. Activation energy is an intrinsic property.
Answer: The step-by-step sequence of elementary reactions. Shows how overall reaction occurs at molecular level.
Answer: Rate constant increases with temperature. Exponential relationship from Arrhenius equation.
Answer: No effect; activation energy is constant. Activation energy is an intrinsic property.
Answer: Using the method of initial rates. Measure initial rates at different concentrations.
Answer: Indicates speed of reaction at a given temperature. Larger k means faster reaction at same conditions.
Answer: Reactions occur when particles collide with sufficient energy. Effective collisions have proper orientation and energy.
Answer: Using the method of initial rates. Measure initial rates at different concentrations.
Answer: By measuring how rate changes with concentration. Compare rates at different concentrations.
Answer: Concentration of reactants. Rate constant only depends on temperature and catalyst.
Answer: No effect on equilibrium position. Speeds both forward and reverse reactions equally.
Answer: Increasing pressure increases the rate. Higher pressure increases concentration of gases.
Answer: M/s. Rate is independent of concentration.
Answer: M^{-1} s^{-1}. Units are M1−ns−1 where n is overall order.
Answer: Increases the rate constant. Provides lower activation energy pathway.
Answer: Sum the exponents of all reactants in the rate law. Add all concentration exponents in rate law.
Answer: M−2s−1. Pattern: M1−ns−1 where n=3.
Answer: The slowest step in the mechanism. Controls overall reaction rate.
Answer: No effect on equilibrium position. Speeds both forward and reverse reactions equally.
Answer: ln[A] vs. time. Integrated rate law form for first-order kinetics.
Answer: M^{-2} s^{-1}. Pattern: M1−ns−1 where n=3.
Answer: First order with respect to B. Zero order in A, first order in B.
Answer: No effect; activation energy is constant. Activation energy is an intrinsic property.
Answer: Rate is independent of concentration. Constant rate regardless of concentration changes.
Answer: No effect on equilibrium position. Speeds both forward and reverse reactions equally.
Answer: The minimum energy required to initiate a reaction. Energy barrier that must be overcome.
Answer: Orientation and frequency of collisions. Pre-exponential factor in Arrhenius equation.
Answer: Rate = k[A]^m[B]^n. Where m and n are orders determined experimentally.
Answer: Increasing pressure increases the rate. Higher pressure increases concentration of gases.
Answer: Increasing pressure increases the rate. Higher pressure increases concentration of gases.
Answer: No effect on equilibrium position. Speeds both forward and reverse reactions equally.
Answer: t1/2=2k[A]0. Half-life depends on initial concentration.
Answer: M^{-2} s^{-1}. Pattern: M1−ns−1 where n=3.
Answer: Second order with respect to A. Exponent of [A] is 2.
Answer: Increases the reaction rate. Higher temperature means faster molecular motion.
Answer: Speeds up the reaction without being consumed. Lowers activation energy but remains unchanged.
Answer: To express how the rate depends on concentrations. Mathematical relationship between rate and concentration.
Answer: Increasing pressure increases the rate. Higher pressure increases concentration of gases.
Answer: Second order overall. Sum of exponents: 1 + 1 = 2.
Answer: Using the method of initial rates. Measure initial rates at different concentrations.
Answer: Rate constant increases with temperature. Exponential relationship from Arrhenius equation.