Questions: Consider the statement: "Ben wants to determine the favorite season of all adults. He surveys a sample of adults at a movie theater and 35% said that summer was their favorite season." Choose the option that describes the value of 35%: parameter statistic variable data value

Consider the statement: "Ben wants to determine the favorite season of all adults. He surveys a sample of adults at a movie theater and 35% said that summer was their favorite season." Choose the option that describes the value of 35%: parameter statistic variable data value
Transcript text: Consider the statement: "Ben wants to determine the favorite season of all adults. He surveys a sample of adults at a movie theater and $35 \%$ said that summer was their favorite season." Choose the option that describes the value of $35 \%$ : parameter statistic variable data value
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Solution

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Solution Steps

To determine the correct term for the value of $35\%$, we need to understand the context of the survey. Since Ben is surveying a sample of adults to infer about the entire population, the $35\%$ represents a statistic, which is a numerical value that describes a characteristic of a sample.

Step 1: Understand the Context of the Survey

In the given problem, Ben is conducting a survey to determine the favorite season of all adults. He surveys a sample of adults at a movie theater, and \(35\%\) of them said that summer was their favorite season.

Step 2: Define the Terms

To solve the problem, we need to understand the terms:

  • Parameter: A numerical value that describes a characteristic of a population.
  • Statistic: A numerical value that describes a characteristic of a sample.
  • Variable: A characteristic or attribute that can take different values.
  • Data Value: A specific value of a variable.
Step 3: Identify the Correct Term

Since Ben is surveying a sample of adults to infer about the entire population, the \(35\%\) represents a statistic. This is because it is a numerical value that describes a characteristic of a sample, not the entire population.

Final Answer

statistic

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