If the highest score in a distribution is 24 and the lowest score is 15, what is the calculated range?

In the example provided for calculating the range ($24 - 15 = 9$$), match each value to its specific role in the statistical process.

In a psychology study where the highest score is $24$ and the lowest score is $15$, the range will remain exactly $9$ even if a researcher adds new scores to the distribution that fall between $16$ and $23$.

A researcher studying psychology test scores claims that the range of a specific distribution is exactly $5$. Given a dataset where the highest score is $24$ and the lowest score is $15$, arrange the following steps in the logical order required to evaluate the validity of the researcher's claim.

According to the example provided, the range of a distribution is calculated by subtracting the lowest score from the highest score.

In a psychology study where the highest score is $24$ and the lowest score is $15$, a researcher calculates the range as $9$. Which of the following statements best explains what this value of $9$ represents in the context of the distribution?

A researcher measuring response times (in seconds) records the following five values: 4, 9, 12, 18, and 25. Using the formula range = highest score − lowest score, the range of this distribution is _____.

A researcher collects data from four separate psychology studies. Match each dataset to its correctly calculated range.

A researcher records five stress scores: $8, 12, 17, 19$, and $27$. After reviewing the data, the researcher discovers that the score of $27$ was a data-entry error; the actual score was $21$. After correcting the error, the range of the dataset changes from $19$ to _____.

A student reports that the range of a set of anxiety scores is $35$ and argues this accurately describes the spread of the data. A skeptical reviewer suggests the high range may be driven by a single outlier. Order the following steps a researcher should perform to evaluate this claim.

Based on the provided text, state the rule or definition for calculating the range of a distribution and show how to calculate it using the example values where the highest score is $24$ and the lowest score is $15$.

Explain how the researcher calculates the range for this dataset, and describe what this calculated value represents regarding the spread of scores in the distribution.

A clinical psychologist measures the reaction times of participants in a study. The highest score in the dataset is $24$ milliseconds and the lowest score is $15$ milliseconds. Apply the range formula to calculate the range of this dataset and write down the subtraction equation.