Linda keeps track of the time it takes her to drive to work. Over 4 days, she takes 45 minutes, 47 minutes, 41 minutes, and 69 minutes. What percentage of Linda's trips are under 36 minutes?

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1. The times for Linda's trips are $$45$$ minutes, $$47$$ minutes, $$41$$ minutes, and $$69$$ minutes.

2. We need to find out how many of these trips take less than $$36$$ minutes.

3. Checking each trip:
   - $$45 \geq 36$$
   - $$47 \geq 36$$
   - $$41 \geq 36$$
   - $$69 \geq 36$$

4. None of the trips are under $$36$$ minutes, so the count of trips under $$36$$ minutes is $$0$$.

5. The total number of trips is $$4$$.

6. The percentage of trips that are under $$36$$ minutes is calculated as:
   $$
   \text{Percentage} = \left(\frac{0}{4}\right) \times 100\% = 0\%
   $$

$$\boxed{0\%}$$
0% of Linda's trips are under 36 minutes.

Linda keeps track of the time it takes her to drive to work. Over 4 days, she takes 45 minutes, 47 minutes, 41 minutes, and 69 minutes. What percentage of Linda's trips are under 36 minutes?

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