Actually, there is
no problem to solve in the image you uploaded.
The image displays a
completed "Square Root Chart" that lists the square roots of perfect squares from 1 to 225. All the equations are already filled in correctly.
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✔ What the chart shows:
It’s a reference tool showing:
> The square root of a number `n` (written as √n) is the number that, when multiplied by itself, gives `n`.
For example:
- √1 = 1 because 1 × 1 = 1
- √4 = 2 because 2 × 2 = 4
- ...
- √225 = 15 because 15 × 15 = 225
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📊 Structure of the Chart:
The chart is organized into 3 columns and 5 rows, listing square roots for numbers 1 through 15:
| Column 1 | Column 2 | Column 3 |
|------------------|------------------|------------------|
| √1 = 1 | √36 = 6 | √121 = 11 |
| √4 = 2 | √49 = 7 | √144 = 12 |
| √9 = 3 | √64 = 8 | √169 = 13 |
| √16 = 4 | √81 = 9 | √196 = 14 |
| √25 = 5 | √100 = 10 | √225 = 15 |
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💡 Why this is useful:
This chart helps students memorize or quickly reference the square roots of common perfect squares — which is foundational for algebra, geometry, and standardized tests.
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❗ Important Note:
If your intention was to
test yourself, you could cover the answers and try to recall them. But as presented, the chart is
already complete and correct — no missing values or errors to fix.
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✔ Final Answer: The chart is fully completed. There is no unsolved problem — all square roots shown are accurate and correctly calculated.
Let me know if you’d like to practice filling in a blank version or test your knowledge with similar problems!
Parent Tip: Review the logic above to help your child master the concept of worksheet on square roots.
