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Clever | Portal Login - Powered by Skyward ALEKS - Kaniya Harris - 12-2,3 UpStudy Thoth AI www-awy.aleks.com/alekscgi/x/Isl.exe/1o_u-IgNsIkr7j8P3jH-IQUhQ7UhjLUg6N06tj9qFItz6nQLOPsPMGhY8icu03L9tGVYsBjKvc4eOXFhxQ0Zzaclpw7cmjAfJ... 12-2,3 Data Question 3 of 15 (1 point) | Question Attempt: 1 of Unilimited Kaniya \( \checkmark 1 \) \( \checkmark 2 \) 3 4 5 6 7 \( \checkmark 8 \) \( \checkmark 9 \) 10 11 12 13 Diane wants to find the average height of students in the \( 12^{\text {th }} \) grade at Washington High School. So she will use a sample of students in the \( 12^{\text {th }} \) grade to find the average height. Answer the questions below. (a) Which unit(s) could be used for the unit of measurement? Check all that apply. hours centimeters seconds inches feet (b) Which of the procedures below would be the best way to find the average height? Ask for 50 volunteers from the \( 12^{\text {th }} \) grade to state their own heights. Measure the heights of 5 volunteers from the \( 12^{\text {th }} \) grade. Randomly pick 50 students from the \( 12^{\text {th }} \) grade and measure their heights. Randomly pick 5 students from the \( 12^{\text {th }} \) grade and have them state their own heights. Check Save For Later Submit Assignment © 2025 McGraw Hill LLC. All Rights Reserved. Terms of Use Privacy Center Accessibility Sign out (2) Mar 14 12:23

Ask by Pope Reid.
Mar 14,2025 17:23

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Answer

**Part (a):** Centimeters, inches, feet **Part (b):** Randomly pick 50 students from the 12th grade and measure their heights.

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Let's break down the problem step by step. ### Part (a): Units of Measurement We need to identify which units could be used to measure the height of students. The options provided are: - hours - centimeters - seconds - inches - feet **Analysis:** - **Hours**: This unit measures time, not height. **Not applicable.** - **Centimeters**: This is a metric unit commonly used to measure height. **Applicable.** - **Seconds**: This unit measures time, not height. **Not applicable.** - **Inches**: This is an imperial unit commonly used to measure height. **Applicable.** - **Feet**: This is also an imperial unit used to measure height. **Applicable.** **Conclusion for Part (a)**: The applicable units for measuring height are **centimeters, inches, and feet**. ### Part (b): Best Procedure to Find Average Height We need to evaluate the options for finding the average height of students in the 12th grade: 1. **Ask for 50 volunteers from the 12th grade to state their own heights.** - This method may introduce bias, as those who volunteer may not represent the entire population. **Not the best option.** 2. **Measure the heights of 5 volunteers from the 12th grade.** - Similar to the first option, this is a small sample size and may not be representative. **Not the best option.** 3. **Randomly pick 50 students from the 12th grade and measure their heights.** - This method uses random sampling, which is a good way to ensure that the sample is representative of the entire population. **Best option.** 4. **Randomly pick 5 students from the 12th grade and have them state their own heights.** - While this option uses random selection, the small sample size and self-reporting can lead to inaccuracies. **Not the best option.** **Conclusion for Part (b)**: The best procedure to find the average height is to **randomly pick 50 students from the 12th grade and measure their heights**. ### Summary of Answers - **Part (a)**: Centimeters, inches, feet - **Part (b)**: Randomly pick 50 students from the 12th grade and measure their heights.

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To measure students' height accurately, the most suitable units would be centimeters and inches. Using centimeters provides a precise measurement, especially for taller individuals, while inches are commonly used in everyday scenarios in the U.S., making them relatable and easy to communicate. The best procedure for finding the average height is to randomly pick 50 students from the 12th grade and measure their heights. This method minimizes bias and gives a more representative sample of the entire student population compared to voluntary participants or a small sample size.

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