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To solve this problem, let's calculate 89% of 195 students.

### Step-by-Step Solution:

1. Calculate \( 89\% \) of \( 195 \):
   \[
   195 \times 0.89 = 173.55
   \]

2. Since this is an estimation, we can round \( 173.55 \) to the nearest whole number, which is approximately \( 174 \).

### Answer:
The closest option to \( 174 \) is **180**. Therefore, the correct answer is **180**.

Would you like more details on the calculation or have any questions?

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Here are 5 related questions to expand your understanding:

1. How would the answer change if only 80% of students wore the correct uniform?
2. What if the school had 250 students instead of 195?
3. How would you round if the percentage resulted in a decimal ending in .25?
4. What percentage of students would be wearing the correct uniform if only 150 students out of 195 did so?
5. Can you estimate the number without a calculator?

**Tip:** For quick estimations, try rounding the initial percentage or number to a nearby value (e.g., 90% of 200) to simplify the math.

There are 195 students in Grade 6. 89% of them wear the correct uniform. Estimate the number of students who wear the correct uniform.

Learn how to estimate the number of Grade 6 students wearing the correct uniform, given that 89% of 195 students wear it. This math problem covers percentage calculations and estimation techniques, suitable for Grade 6 students.

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