Question
If a student is randomly chosen from this group, what is the chance of selecting a student with hazel eyes? Write your answer as a fraction in simplest form.
Question 2
In Dale's survey, how likely is it that a student with hazel eyes will be chosen?(1 point)
Responses
Likely
Likely
Unlikely
Unlikely
Neither likely not unlikely
Neither likely not unlikely
Certain
Certain
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Question 2
In Dale's survey, how likely is it that a student with hazel eyes will be chosen?(1 point)
Responses
Likely
Likely
Unlikely
Unlikely
Neither likely not unlikely
Neither likely not unlikely
Certain
Certain
Skip to navigation
Answers
GPT-4o mini
To calculate the chance of selecting a student with hazel eyes as a fraction in simplest form, we need the total number of students and the number of students with hazel eyes.
Let's denote:
- The total number of students as \( T \)
- The number of students with hazel eyes as \( H \)
The probability \( P \) of selecting a student with hazel eyes is given by the formula:
\[
P(\text{hazel eyes}) = \frac{H}{T}
\]
If you provide the specific numbers for \( T \) (total students) and \( H \) (students with hazel eyes), I can help you calculate the fraction in simplest form.
For Question 2, if a significant portion of students has hazel eyes (for example, more than 50%), you might consider it "Likely." If it's a smaller proportion, it may be "Unlikely." If exactly 50%, then "Neither likely nor unlikely." For exact classification, you'd need the same information on the proportion of students with hazel eyes.
Let's denote:
- The total number of students as \( T \)
- The number of students with hazel eyes as \( H \)
The probability \( P \) of selecting a student with hazel eyes is given by the formula:
\[
P(\text{hazel eyes}) = \frac{H}{T}
\]
If you provide the specific numbers for \( T \) (total students) and \( H \) (students with hazel eyes), I can help you calculate the fraction in simplest form.
For Question 2, if a significant portion of students has hazel eyes (for example, more than 50%), you might consider it "Likely." If it's a smaller proportion, it may be "Unlikely." If exactly 50%, then "Neither likely nor unlikely." For exact classification, you'd need the same information on the proportion of students with hazel eyes.