Let's solve this step by step.
We are given a
box-whisker plot (also known as a
box plot) and asked to label its parts based on the numbered arrows pointing to different components.
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🔍 Understanding a Box-Whisker Plot
A box-whisker plot displays the five-number summary of a dataset:
1.
Minimum – smallest value
2.
First Quartile (Q1) – 25th percentile
3.
Median (Q2) – 50th percentile
4.
Third Quartile (Q3) – 75th percentile
5.
Maximum – largest value
The plot consists of:
- A
box from Q1 to Q3
- A
line inside the box at the median
-
Whiskers extending from the box to the minimum and maximum values
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📌 Now, let’s identify each labeled part:
#### 🔹 1.) (Purple arrow pointing to the leftmost line)
- This is the
minimum value.
- It's the end of the left whisker.
✔ Answer: Minimum
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#### 🔹 2.) (Green arrow pointing to the left side of the box)
- This is the
first quartile (Q1).
- It's the left edge of the box.
✔ Answer: First Quartile (Q1)
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#### 🔹 3.) (Red arrow pointing to the line inside the box)
- This is the
median (Q2).
- It divides the box into two equal parts.
✔ Answer: Median (Q2)
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#### 🔹 4.) (Blue arrow pointing to the right side of the box)
- This is the
third quartile (Q3).
- It's the right edge of the box.
✔ Answer: Third Quartile (Q3)
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#### 🔹 5.) (Yellow arrow pointing to the rightmost line)
- This is the
maximum value.
- It's the end of the right whisker.
✔ Answer: Maximum
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✔ Final Answers:
1.)
Minimum
2.)
First Quartile (Q1)
3.)
Median (Q2)
4.)
Third Quartile (Q3)
5.)
Maximum
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These labels correctly identify all the key components of the box-whisker plot. Now you're ready to start your architectural project! 🏗️📐
Parent Tip: Review the logic above to help your child master the concept of box and whisker plot worksheet 7th grade.
