It is believed that the SD of the length of all cars is 2.6 ft. A researcher measures 33 cars and finds a mean of 23.5 ft. Find the 2-decimal 94% interval Small # on the interval Large # on the interval Margin of error is

MATLAB: An Introduction with Applications
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**Exercise: Confidence Interval Calculation**

It is believed that the standard deviation (SD) of the length of all cars is 2.6 feet. A researcher measures 33 cars and finds a mean of 23.5 feet. Find the 2-decimal 94% confidence interval.

**Fields to Fill:**

- Small # on the interval: [Input Field]
- Large # on the interval: [Input Field]
- Margin of error is: [Input Field]

**Instructions:** 
Calculate the 94% confidence interval for the mean length of cars based on the provided data. Fill in the fields with your calculated values.
Transcribed Image Text:**Exercise: Confidence Interval Calculation** It is believed that the standard deviation (SD) of the length of all cars is 2.6 feet. A researcher measures 33 cars and finds a mean of 23.5 feet. Find the 2-decimal 94% confidence interval. **Fields to Fill:** - Small # on the interval: [Input Field] - Large # on the interval: [Input Field] - Margin of error is: [Input Field] **Instructions:** Calculate the 94% confidence interval for the mean length of cars based on the provided data. Fill in the fields with your calculated values.
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