For the reaction A → products, concentration and time data were collected. t (s) [A] (M) Enter these data into the graphing tool to determine the reaction order. 0.0 3.40 25.0 2.28 50.0 1.53 75.0 1.02 Graphing Tool Clear All Data [A] vs. t In[A] vs. t 1/[A] vs. t t [A] In[A] 1/[A] Add Row 10 total rows What is the reaction order? O1 Calculate the concentration of A after 127 s. [A]127s = M

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## Reaction Order and Concentration Calculation

### Reaction Analysis
For the reaction \( \text{A} \rightarrow \text{products} \), concentration and time data were collected. Enter these data into the graphing tool to determine the reaction order.

### Data Table
| \( t \) (s) | \( [\text{A}] \) (M) |
|-------------|-----------------------|
| 0.0         | 3.40                 |
| 25.0        | 2.28                 |
| 50.0        | 1.53                 |
| 75.0        | 1.02                 |

### Graphing Tool
#### Data Entry
Complete the table below by adding the corresponding values of \( \ln[\text{A}] \) and \( 1/[\text{A}] \).
- \( t \)
- \( [\text{A}] \)
- \( \ln[\text{A}] \)
- \( 1/[\text{A}] \)

#### Graph Options
Choose the appropriate graph to determine the reaction order:
- [\( [\text{A}] \) vs. \( t \)]
- [\( \ln[\text{A}] \) vs. \( t \)]
- [\( 1/[\text{A}] \) vs. \( t \)]

#### Graph Explanation
This graphing tool is used to determine the order of the reaction by plotting the concentration data against time and observing the linearity of the plots. Each graph corresponds to a possible reaction order:
- If \( [\text{A}] \) vs. \( t \) is linear, the reaction is zero-order.
- If \( \ln[\text{A}] \) vs. \( t \) is linear, the reaction is first-order.
- If \( 1/[\text{A}] \) vs. \( t \) is linear, the reaction is second-order.

A general example graph is shown with \( [\text{A}] \) on the y-axis and \( t \) on the x-axis.

### Questions
1. **What is the reaction order?**
   - [ ] 0
   - [ ] 1
   - [ ] 2

2. **Calculate the concentration of A after 127 s.**

\[ [A]_{127s} = \_\_\_\_\_\_\_\
Transcribed Image Text:## Reaction Order and Concentration Calculation ### Reaction Analysis For the reaction \( \text{A} \rightarrow \text{products} \), concentration and time data were collected. Enter these data into the graphing tool to determine the reaction order. ### Data Table | \( t \) (s) | \( [\text{A}] \) (M) | |-------------|-----------------------| | 0.0 | 3.40 | | 25.0 | 2.28 | | 50.0 | 1.53 | | 75.0 | 1.02 | ### Graphing Tool #### Data Entry Complete the table below by adding the corresponding values of \( \ln[\text{A}] \) and \( 1/[\text{A}] \). - \( t \) - \( [\text{A}] \) - \( \ln[\text{A}] \) - \( 1/[\text{A}] \) #### Graph Options Choose the appropriate graph to determine the reaction order: - [\( [\text{A}] \) vs. \( t \)] - [\( \ln[\text{A}] \) vs. \( t \)] - [\( 1/[\text{A}] \) vs. \( t \)] #### Graph Explanation This graphing tool is used to determine the order of the reaction by plotting the concentration data against time and observing the linearity of the plots. Each graph corresponds to a possible reaction order: - If \( [\text{A}] \) vs. \( t \) is linear, the reaction is zero-order. - If \( \ln[\text{A}] \) vs. \( t \) is linear, the reaction is first-order. - If \( 1/[\text{A}] \) vs. \( t \) is linear, the reaction is second-order. A general example graph is shown with \( [\text{A}] \) on the y-axis and \( t \) on the x-axis. ### Questions 1. **What is the reaction order?** - [ ] 0 - [ ] 1 - [ ] 2 2. **Calculate the concentration of A after 127 s.** \[ [A]_{127s} = \_\_\_\_\_\_\_\
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