Why the answer is B, and why the others tempt you.
**The reasoning**
The **median** is the middle value when numbers are arranged in order. Think of it as the "center position" in a lineup.
Your numbers: 3, 5, 7
They're already arranged from smallest to largest. Count them: there are **3 numbers** total.
For an odd number of values, the median is simply the one in the middle position.
Position 1: **3**
Position 2: **5** ← This is the middle!
Position 3: **7**
So the median = **5**
**Why the wrong options tempt you**
- **A (3)** and **C (7)** are the endpoints. Students sometimes confuse median with "first" or "last" value.
- **D (9)** might trick you if you accidentally added something (like 3+5+7 = 15, then made an error). The median isn't about addition at all—it's purely about *position*.
**Quick takeaway**
Median = middle value when arranged in order; for odd-numbered sets, it's literally the center number—count to the middle and pick it!
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