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Use the Probability Formula.
24 %
When calculating an experimental probability, we are comparing the number of times the event occurs to the number of times the experiment is done.
P=Times the Event Occurs/Times the Experiment Is Done
This is very similar to the Probability Formula.
Below we can see the results of a survey of 100 randomly selected students at a 2000-student high school. Now we can find the experimental probability that a student selected at random plans to go to the community college.
| Response | Number of Responses |
|---|---|
| Go to community college | 24 |
| Go to 4-year college | 43 |
| Take a year off before college | 12 |
| Go to trade school | 15 |
| Do not plan to go to college | 6 |
In the table, there is a total of 24 students who plan go to community college, 43 whose plan is going to a 4-year college, 12 who plan to take a year off before college, 15 who plan to go to trade school, and 6 who do not plan to go to college. The sum of these values is the number of possible outcomes. 24+43+12+15+6= 100 Out of these, 24 people plan to go to the community college, so this is the number of favorable outcomes. Now we have enough information to calculate P(community college).
Substitute values
a/b=.a /4./.b /4.
The probability of choosing a student that plans to go to the community college is 625, which can also be written as 24 %.