Question Video: Determining the Significance of a Point on a Graph That Measures Change in Concentration over Time | Nagwa Question Video: Determining the Significance of a Point on a Graph That Measures Change in Concentration over Time | Nagwa

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Question Video: Determining the Significance of a Point on a Graph That Measures Change in Concentration over Time Science • Third Year of Preparatory School

In a chemical reaction, A and B react to form C: A + B ⟶ C The changes in the concentration of A and C during the reaction can be seen in the following graph. Which statement correctly describes what has occurred when the two lines crossed, as indicated by the black arrow?

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Video Transcript

In a chemical reaction, A and B react to form C: A plus B produces C. The changes in the concentration of A and C during the reaction can be seen in the following graph. Which statement correctly describes what has occurred when the two lines crossed, as indicated by the black arrow? (A) B and C begin to react. (B) The reaction has finished. (C) The reaction has run out of substance B. Or (D) A and C have equal concentrations.

Scientists monitor the changes in concentration of a reactant or product to determine the rate of a chemical reaction. As reactant particles quickly collide to react, their concentrations will drop. They react to form products, whose concentrations will increase. The graph shows a chemical reaction and plots the changing concentrations of reactant A and product C. The blue line represents the concentration over time of reactant A as it reacts with reactant B. The red line plots the changing concentration of product C as it is formed over time from the particle collisions between A and B.

We can see that this reaction occurred quickly, as the lines are both initially steep. And thus the concentrations changed quickly in the first 20 or so seconds. We can deduce that reactant A rapidly reacted with reactant B to form product C.

The graph has concentration in moles per liter on the 𝑦-axis as a function of time in seconds. The arrow describes a point in time when the red and blue lines cross each other. This point represents a time in seconds when reactant A and product C have the same value on the 𝑦-axis. This means at this moment in the reaction both substances had the same concentrations. We can see that this is described by answer choice (D).

Therefore, the statement that correctly describes what occurred when the two lines crossed, as indicated by the black arrow, is answer choice (D); A and C have equal concentrations.

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