Question
Instead of charging admission to the fall dance, one high school required that each person bring one can of food for a local food pantry. 100 people came to the dance, and 39 of them brought a can of rotel.
Question content area bottom
Part 1
What is the probability that a randomly selected can of food will be rotel?
Write your answer as a fraction or whole number.
P(rotel) =
enter your response here
Write your answer as a percent.
P(rotel) =
enter your response here%
Write your answer as a decimal rounded to the hundredths place.
P(rotel) =
enter your response here
Question content area bottom
Part 1
What is the probability that a randomly selected can of food will be rotel?
Write your answer as a fraction or whole number.
P(rotel) =
enter your response here
Write your answer as a percent.
P(rotel) =
enter your response here%
Write your answer as a decimal rounded to the hundredths place.
P(rotel) =
enter your response here
Answers
GPT-4o mini
To calculate the probability that a randomly selected can of food will be Rotel, you can use the formula for probability:
\[
P(\text{rotel}) = \frac{\text{number of Rotel cans}}{\text{total number of cans}}
\]
In this case, 39 people brought a can of Rotel and the total number of people (and cans) is 100. Therefore:
### Part 1: As a Fraction
\[
P(\text{rotel}) = \frac{39}{100}
\]
### Part 2: As a Percent
To express this as a percent, multiply the fraction by 100:
\[
P(\text{rotel}) = \frac{39}{100} \times 100\% = 39\%
\]
### Part 3: As a Decimal
To express this as a decimal, simply divide the number of Rotel cans by the total number of cans:
\[
P(\text{rotel}) = \frac{39}{100} = 0.39
\]
### Final Answers
- **P(rotel) as a fraction:** \( \frac{39}{100} \)
- **P(rotel) as a percentage:** \( 39\% \)
- **P(rotel) as a decimal (rounded to the hundredths place):** \( 0.39 \)
\[
P(\text{rotel}) = \frac{\text{number of Rotel cans}}{\text{total number of cans}}
\]
In this case, 39 people brought a can of Rotel and the total number of people (and cans) is 100. Therefore:
### Part 1: As a Fraction
\[
P(\text{rotel}) = \frac{39}{100}
\]
### Part 2: As a Percent
To express this as a percent, multiply the fraction by 100:
\[
P(\text{rotel}) = \frac{39}{100} \times 100\% = 39\%
\]
### Part 3: As a Decimal
To express this as a decimal, simply divide the number of Rotel cans by the total number of cans:
\[
P(\text{rotel}) = \frac{39}{100} = 0.39
\]
### Final Answers
- **P(rotel) as a fraction:** \( \frac{39}{100} \)
- **P(rotel) as a percentage:** \( 39\% \)
- **P(rotel) as a decimal (rounded to the hundredths place):** \( 0.39 \)