a survey of 651 farmers determined that 93 had been injured on the job in a given year.
What is the probability that a particular farmer will be injury in a given year?
The ratio of 93 to 651 is 7 to 1. A farmer has a 1 out of 7 chance of being injured on the job in a given year.
The answer would be: 1/7
Am I right?
Thanks
The ratio of 93 to 651 is 1 to 7. A farmer has a 1 out of 7 chance of being injured on the job in a given year.
Yes. You're right.
To find the probability that a particular farmer will be injured in a given year, we need to use the information provided in the survey. The survey states that out of 651 farmers, 93 had been injured on the job in a given year.
The probability can be calculated by dividing the number of farmers who had been injured by the total number of farmers surveyed:
Probability = Number of farmers injured / Total number of farmers surveyed
Let's calculate it:
Probability = 93 / 651
Probability ≈ 0.1427
Therefore, the probability that a particular farmer will be injured in a given year is approximately 0.1427, or 14.27%.
Remember, probabilities range from 0 to 1, where 0 represents impossible and 1 represents certain. In this case, the probability indicates the likelihood of a farmer being injured in a given year.