The question from the image reads:

"The cost of a taxi ride is $1.1 for the first mile and $1 for each additional mile or part thereof. Find the maximum distance we can ride if we have $59.1. Enter your answer as an integer or a decimal. If needed, round to the nearest tenths of miles."

Solution:

1. First mile cost: $1.10
2. Remaining money after the first mile: $59.1 - 1.1 = 58.0$
3. Cost for each additional mile: $1 per mile.
4. Maximum number of additional miles: $\frac{58.0}{1} = 58.0 \text{ miles}$
5. Total distance: $1 \text{ mile} + 58.0 \text{ miles} = 59.0 \text{ miles}$

Thus, the maximum distance you can ride is 59.0 miles.

Do you need further details or have any questions?

Related Questions:

1. If the total money available was $100, what would the maximum distance be?
2. How would the answer change if the first mile cost $1.50 instead of $1.10?
3. What if the additional miles were charged at $1.50 each instead of $1.00?
4. How would the total distance change if you had a discount on the first mile, reducing it to $0.90?
5. What would be the cost for a ride covering 75 miles under the current pricing?

Tip:

Always start by subtracting the base cost (like the first mile) from the total available money before calculating the remaining distances.