Question: B. Mr Coffman asked his students to write an example of a square root with a value greater than $11$ but less than $11.5$. Circle the name of any student who correctly completed the task
FABIO
$\sqrt{119}$
DEAN
$\sqrt{122}$
EDISON
$\sqrt{141}$
CANDACE
$\sqrt{130}$
Graph shapes: four rounded rectangles in a row across the center, each with a student name above and a square-root expression inside. position_hint = center
Tell me how to solve
1. **State the problem:** We need to find which students wrote a square root value between $11$ and $11.5$.
2. **Recall the problem:** The square root value must satisfy $$11 < \sqrt{n} < 11.5$$ where $n$ is the number inside the root.
3. **Square all parts of the inequality to remove the square root:**
$$11^2 < n < 11.5^2$$
$$121 < n < 132.25$$
4. **Check each student's number $n$ to see if it lies between $121$ and $132.25$:**
- FABIO: $n=119$ which is less than $121$, so no.
- DEAN: $n=122$ which is between $121$ and $132.25$, so yes.
- EDISON: $n=141$ which is greater than $132.25$, so no.
- CANDACE: $n=130$ which is between $121$ and $132.25$, so yes.
5. **Conclusion:** DEAN and CANDACE correctly completed the task.
**Final answer:** Circle DEAN and CANDACE.