A manufacture of mouthwash claims their product contains 10% of the active ingredient by volume. In a sample of 100 1-liter bottles had total of 14 liters of active ingredient. Is there enough evidence say that the active ingredient in this brand of mouthwash is different from 10%? Use a =0.05. 1. Identify the parameter 5. р-value 2. Null Hypothesis 3. Alternative Hypothesis 6. Conclusion 4. Test Statistic

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**Hypothesis Testing for Mouthwash Ingredients**

6. A manufacturer of mouthwash claims that their product contains 10% of the active ingredient by volume. In a sample of 100 1-liter bottles, there was a total of 14 liters of active ingredient. Is there enough evidence to say that the active ingredient in this brand of mouthwash is different from 10%? Use \(\alpha = 0.05\).

1. **Identify the parameter**

2. **Null Hypothesis**

3. **Alternative Hypothesis**

4. **Test Statistic**

5. **p-value**

   *Diagram:* This is a bell-shaped curve representing the normal distribution used to find the p-value.

6. **Conclusion**
Transcribed Image Text:**Hypothesis Testing for Mouthwash Ingredients** 6. A manufacturer of mouthwash claims that their product contains 10% of the active ingredient by volume. In a sample of 100 1-liter bottles, there was a total of 14 liters of active ingredient. Is there enough evidence to say that the active ingredient in this brand of mouthwash is different from 10%? Use \(\alpha = 0.05\). 1. **Identify the parameter** 2. **Null Hypothesis** 3. **Alternative Hypothesis** 4. **Test Statistic** 5. **p-value** *Diagram:* This is a bell-shaped curve representing the normal distribution used to find the p-value. 6. **Conclusion**
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Solution:

6.

1.

Let X be number of liters of ingredient and n be the number 1-liter bottles.

From the given information, X=14 and n=100.

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