Answer
The relative frequency distribution is shown below.
Work Step by Step
First, we calculate the total number of answers, which is also the total frequencies of all responses.
$$249+118+249+345+716+3093=4770$$
Then, we need to calculate the relative frequency of each response, following the formula
$$\text{Relative frequency}=\frac{\text{frequency}}{\text{total frequencies}}$$
- 'I do not drive a car' response:
$$\frac{249}{4770}\approx0.05$$
- 'Never' response:
$$\frac{118}{4770}\approx0.02$$
- 'Rarely' response:
$$\frac{249}{4770}\approx0.05$$
- 'Sometimes' response:
$$\frac{345}{4770}\approx0.07$$
- 'Most of the time' response:
$$\frac{716}{4770}\approx0.15$$
- 'Always' response:
$$\frac{3093}{4770}\approx0.65$$
Finally, we set up a table comprising of 2 sections: responses and relative frequencies then fill in the data.
An example of a relative frequency distribution is below.
