The experiment is the development of a new soft drink
- A possible outcome is "Prefer this new drink"
- A possible event is "The event that 5 of 10 teenagers prefer this new drink to their favourite drink"
- A new survey is about children vaccination
<h3>The experiment</h3>
From the question, we understand that:
The Fresno Mall plans to survey teenagers about a newly developed soft drink
This implies that the experiment is the survey of teenagers for a new soft drink
<h3>A possible outcome</h3>
Also from the question, we have:
The teens will be asked to compare it with their favourite soft drink
In terms of preference, one outcome could be "Prefer this new drink"
<h3>A possible event</h3>
Also from the question, we have:
The teens will be asked to compare it with their favourite soft drink
In terms of preference, one event could be "The event that 5 of 10 teenagers prefer this new drink to their favourite drink"
<h3>A new survey</h3>
Using the question as a guide, a survey could be:
<em>In a survey of 500 randomly selected adults, 68% of the respondents think that the government should require parents to have their children vaccinated.</em>
Here, we have:
- Experiment: Children vaccination
- Outcome: Outcome that a parent supports parent should have their children vaccinated
- Event: Event that 5 of 10 individuals think that the government should require parents to have their children vaccinated
<h3>Importance of probability</h3>
Probabilities, in this scenario are used to determine the proportions of outcomes, events and it is used to make informed decisions
Read more about probability at
brainly.com/question/251701
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would be your mixed fraction.