Bought a new car lately? The following table presents the number of vehicles sold in a certain country by several manufacturers in February 2012 and February 2013. Manufacturer General Motors Ford Chrysler LLC Toyota Honda Nissan Send data to Excel 2013 2012 205,507 224,197 178,912 198,036 129,643 140,183 155,694 167,593 110,301 110,938 108,207 100,170 Construct a relative frequency distribution for the 2012 sales. Round the answers to at least three decimal places.

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### Bought a new car lately?

The following table presents the number of vehicles sold in a certain country by several manufacturers in February 2012 and February 2013.

| Manufacturer     | 2012 Sales | 2013 Sales |
|------------------|------------|------------|
| General Motors   | 205,507    | 224,197    |
| Ford             | 178,912    | 195,036    |
| Chrysler LLC     | 129,643    | 140,183    |
| Toyota           | 155,694    | 167,593    |
| Honda            | 110,301    | 110,938    |
| Nissan           | 108,207    | 100,170    |

*Send data to Excel*

#### Construct a relative frequency distribution for the 2012 sales. Round the answers to at least three decimal places.

| Manufacturer     | Relative Frequency |
|------------------|--------------------|
| General Motors   |                    |
| Ford             |                    |
| Chrysler LLC     |                    |
| Toyota           |                    |
| Honda            |                    |
| Nissan           |                    | 

#### Instructions for Relative Frequency Calculation:
The relative frequency is the ratio of the frequency (number of sales for each manufacturer) to the total number of frequencies (total sales).

1. Calculate the total sales for 2012 by summing the sales of all manufacturers.
2. Divide the sales of each manufacturer by the total sales to get the relative frequency.
3. Round each relative frequency to at least three decimal places.

For example:
\[ \text{Relative Frequency for General Motors (2012)} = \frac{\text{Sales of General Motors}}{\text{Total Sales}} \]

This section contains an interactive field where users can input their answers.

(Note: The actual answers are not filled in the table as this seems to be an interactive or instructional part of a worksheet where users are expected to do the calculations themselves).
Transcribed Image Text:### Bought a new car lately? The following table presents the number of vehicles sold in a certain country by several manufacturers in February 2012 and February 2013. | Manufacturer | 2012 Sales | 2013 Sales | |------------------|------------|------------| | General Motors | 205,507 | 224,197 | | Ford | 178,912 | 195,036 | | Chrysler LLC | 129,643 | 140,183 | | Toyota | 155,694 | 167,593 | | Honda | 110,301 | 110,938 | | Nissan | 108,207 | 100,170 | *Send data to Excel* #### Construct a relative frequency distribution for the 2012 sales. Round the answers to at least three decimal places. | Manufacturer | Relative Frequency | |------------------|--------------------| | General Motors | | | Ford | | | Chrysler LLC | | | Toyota | | | Honda | | | Nissan | | #### Instructions for Relative Frequency Calculation: The relative frequency is the ratio of the frequency (number of sales for each manufacturer) to the total number of frequencies (total sales). 1. Calculate the total sales for 2012 by summing the sales of all manufacturers. 2. Divide the sales of each manufacturer by the total sales to get the relative frequency. 3. Round each relative frequency to at least three decimal places. For example: \[ \text{Relative Frequency for General Motors (2012)} = \frac{\text{Sales of General Motors}}{\text{Total Sales}} \] This section contains an interactive field where users can input their answers. (Note: The actual answers are not filled in the table as this seems to be an interactive or instructional part of a worksheet where users are expected to do the calculations themselves).
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