Using the conversion factor method, convert given quantities to target units and round to an appropriate number of significant figures:

65. μg to milligrams 

To convert \( 65 \, \mu g \) (micrograms) to milligrams (mg), we use the following conversion factor:

\[
1 \, \mu g = 10^{-6} \, g = 0.001 \, mg
\]

Now, multiplying \( 65 \, \mu g \) by the conversion factor:

\[
65 \, \mu g \times \frac{0.001 \, mg}{1 \, \mu g} = 0.065 \, mg
\]

Thus, \( 65 \, \mu g = 0.065 \, mg \).

Since the original value (65) has two significant figures, we retain two significant figures in the answer.

**Final Answer:** \( 65 \, \mu g = 0.065 \, mg \).

Would you like more details or have any questions?

Here are some related questions you might find interesting:
1. How would you convert 0.065 mg back to micrograms?
2. How do significant figures affect conversions?
3. Convert 5000 micrograms to grams.
4. Convert 0.0325 milligrams to micrograms.
5. How would you convert micrograms to kilograms?

**Tip:** When performing unit conversions, always pay attention to significant figures to ensure precision in your final answer.

Using the conversion factor method, convert given quantities to target units and round to an appropriate number of significant figures: 65 μg to milligrams.

Learn how to convert 65 μg (micrograms) to milligrams using the conversion factor method. This problem explains unit conversion in the metric system, focusing on significant figures and rounding. Suitable for students in Grades 6-8.

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