Over the past few years, Mateo has made 41 trips to visit the funfair. He drove 844.99 kilometres in all. To the nearest hundredth of a kilometre, how far did Mateo drive on each trip?

To determine how far Mateo drove on each trip to the nearest hundredth of a kilometre, we need to divide the total distance he drove by the number of trips he made.

Given:
- Total distance driven: \( 844.99 \) kilometres
- Number of trips: \( 41 \)

We calculate the average distance per trip:

\[
\text{Average distance per trip} = \frac{844.99 \text{ km}}{41} \approx 20.6095121951 \text{ km}
\]

To the nearest hundredth of a kilometre, this is:

\[
\text{Average distance per trip} \approx 20.61 \text{ km}
\]

So, Mateo drove approximately **20.61 kilometres** on each trip.

Would you like further details or have any questions? 

Here are some related questions:
1. What would the total distance be if Mateo made 50 trips?
2. If Mateo reduced his trips to 30, what would be the new average distance per trip?
3. How many trips would it take to cover 1000 kilometres at the same average distance?
4. If Mateo increased his trip distance by 2 km each time, what would his new average distance be?
5. What is the percentage of total kilometres covered if Mateo made only 20 trips?

**Tip:** Always round to the nearest hundredth in your final answer unless specified otherwise to maintain precision.

Discover how far Mateo drove on each trip to the funfair, calculated to the nearest hundredth of a kilometre. This problem involves basic division of decimals. Suitable for students in Grades 4-6.

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