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Get Unit 1 Lesson 2 Box And Whisker Plots Answer Key
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How to fill out the Unit 1 Lesson 2 Box And Whisker Plots Answer Key online
This guide aims to assist users in completing the Unit 1 Lesson 2 Box And Whisker Plots Answer Key efficiently online. The provided instructions are designed to ensure that each section of the form is filled out accurately and comprehensively.
Follow the steps to fill out the form smoothly.
- Click ‘Get Form’ button to access the document and open it in the editor.
- Begin by entering your name in the designated field at the top of the form.
- Fill in the date and period information, ensuring accuracy for proper record-keeping.
- Calculate and record the mean in the specified area, including the detailed calculation process below it.
- Determine the median (Q2) value and document it in the relevant field.
- Identify and write down the mode of the data set, ensuring all potential modes are considered.
- For the first example, calculate the mean, median, and mode based on the provided data set and record the results.
- Proceed to the 'STOP AND JOT' section and answer the questions regarding median calculations and mode occurrences.
- Input the minimum and maximum values of the data set in their respective sections.
- Calculate the lower quartile (LQ) and upper quartile (UQ), entering these results into the designated fields.
- Complete the range and interquartile range (IQR) calculations and note these in the appropriate areas.
- Construct a box-and-whisker plot based on your calculated values and ensure it is accurately labeled.
- Use the next data set to reiterate the mean, mode, range, and box-and-whisker plot, excluding outliers where necessary.
- Analyze potential outliers and complete the related questions by using the prescribed methods in the form.
- Finally, save your changes, download, print, or share the completed form as needed.
Complete your Unit 1 Lesson 2 Box And Whisker Plots Answer Key online today!
Interpreting a box and whiskers The first quartile (Q1) is greater than 25% of the data and less than the other 75%. The second quartile (Q2) sits in the middle, dividing the data in half. Q2 is also known as the median.
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