The rate DECREASES over time in a closed system as REACTANTS ARE USED UP — fewer reactant particles mean fewer collisions. The graph flattens out when the reaction is complete (all reactants used). A steeper initial gradient = faster initial rate.
Rate = quantity ÷ time. Units: cm³/s, g/s, mol/dm³/s. Rate = gradient of quantity-vs-time graph. Steeper = faster. Rate decreases over time (reactants used up). Mean rate = total ÷ total time. Instantaneous rate = tangent gradient at a point.
Match each term to its correct definition. — drag the symbols on the right to match the component names on the left.
A reaction between calcium carbonate and HCl produces 84 cm³ of CO₂ in 60 seconds. Calculate the mean rate of reaction.
Rate = quantity of product ÷ time
Rate = 84 cm³ ÷ 60 s
Rate = 1.4
Rate = 1.4 cm³/s
Draw tangents to curves to find instantaneous rate at a given time. Compare initial rates by comparing gradients at t=0 for different experiments. Interpret rate-concentration graphs — linear relationship indicates rate directly proportional to concentration.
Know the method, variables, equipment and how to analyse results.
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I'll use CFIFA for calculations and flag Higher/Triple content clearly.