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Using the provided data, plot a graph of temperature against time for the exothermic reaction described.

Chemistry

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Answer

b

7.0 °C\textbf{7.0 °C}

Step-by-step solution

6 steps

Here's how to complete Procedure A and answer the questions, using hypothetical data since no experimental results are provided.

Hypothetical Data for Table 1 (Procedure A)

Let's assume the initial temperature of solution B (2M Hydrochloric acid) is 25.0 °C25.0 \text{ °C}. When solid A is added at 2 minutes2 \text{ minutes}, an exothermic reaction occurs, causing the temperature to rise and then gradually fall.

Time (min)012\frac{1}{2}11121\frac{1}{2}22122\frac{1}{2}33123\frac{1}{2}44124\frac{1}{2}5
Temperature (°C)25.025.025.025.025.028.032.031.029.528.027.0

Note: 'X' in the table refers to the temperature at 2 minutes2 \text{ minutes}, which is the temperature of the acid just before adding solid A.

Part a· 3 steps

Plot the graph of temperature against time

  1. Set up the axes.

    • Draw a horizontal axis (x-axis) and label it "Time / min". Choose a scale that accommodates your range of times (e.g., from 0 min0 \text{ min} to 5 min5 \text{ min}).
    • Draw a vertical axis (y-axis) and label it "Temperature / °C". Choose a scale that accommodates your range of temperatures (e.g., from 20 °C20 \text{ °C} to 35 °C35 \text{ °C}).
  2. Plot the data points.

    • For each time value in Table 1, plot a point corresponding to the "Time / min" on the x-axis and the "Temperature / °C" on the y-axis.
      • Using the hypothetical data above, you would plot: $(0, 25.0)$, $(0.5, 25.0)$, $(1, 25.0)$, $(1.5, 25.0)$, $(2, 25.0)$, $(2.5, 28.0)$, $(3, 32.0)$, $(3.5, 31.0)$, $(4, 29.5)$, $(4.5, 28.0)$, $(5, 27.0)$.
  3. Draw a smooth curve.

    • Draw a smooth curve or connect the points with straight lines to show the trend of temperature change over time. The initial points (0 to 2 min) should form a horizontal line, followed by a rise and then a fall.

Part b

7.0 °C\textbf{7.0 °C}

Using the graph determine the temperature change

  1. Identify the initial temperature.

    • From the graph, read the temperature just before solid A was added (at 2 minutes2 \text{ minutes}). This is the initial temperature.
      • Using the hypothetical data, the initial temperature is 25.0 °C25.0 \text{ °C}.
  2. Identify the maximum temperature.

    • From the graph, locate the highest point on the curve after solid A was added. This is the maximum temperature reached during the reaction.
      • Using the hypothetical data, the maximum temperature is 32.0 °C32.0 \text{ °C} (at 3 minutes3 \text{ minutes}).
  3. Calculate the temperature change.

    • Subtract the initial temperature from the maximum temperature. Temperature change=Maximum temperature−Initial temperature\text{Temperature change} = \text{Maximum temperature} - \text{Initial temperature} Temperature change=32.0 °C−25.0 °C\text{Temperature change} = 32.0 \text{ °C} - 25.0 \text{ °C} Temperature change=7.0 °C\text{Temperature change} = \boxed{\textbf{7.0 °C}}
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