The best problem-solving strategy for this problem would be A. make a table, chart or list. This is because the problem involves simple calculations based on time and speed, which can be easily organized and solved using a table. Here's how you can do it:

1. Make a table with two columns. Label the first column as 'Time (hours)' and the second column as 'Speed (miles per hour)'.

2. In the first row under 'Time (hours)', write '2'. In the corresponding cell under 'Speed (miles per hour)', write '55'. This represents the distance covered in the first 2 hours.

3. In the second row under 'Time (hours)', write '3'. In the corresponding cell under 'Speed (miles per hour)', write '60'. This represents the distance covered in the next 3 hours.

4. Multiply the time and speed in each row to get the distance covered in that duration. So, for the first row, it would be 2 hours * 55 miles per hour = 110 miles. For the second row, it would be 3 hours * 60 miles per hour = 180 miles.

5. Add up the distances covered in each duration to get the total distance driven. So, 110 miles + 180 miles = 290 miles.

So, you drove 290 miles in total.

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The best problem-solving strategy for this problem would be A. make a table, chart or list. This is because the problem involves simple calculations based on time and speed, which can be easily organized and solved using a table. Here's how you can do it:

1. Make a table with two columns. Label the first column as 'Time (hours)' and the second column as 'Speed (miles per hour)'.

2. In the first row under 'Time (hours)', write '2'. In the corresponding cell under 'Speed (miles per hour)', write '55'. This represents the distance covered in the first 2 hours.

3. In the second row under 'Time (hours)', write '3'. In the corresponding cell under 'Speed (miles per hour)', write '60'. This represents the distance covered in the next 3 hours.

4. Multiply the time and speed in each row to get the distance covered in that duration. So, for the first row, it would be 2 hours * 55 miles per hour = 110 miles. For the second row, it would be 3 hours * 60 miles per hour = 180 miles.

5. Add up the distances covered in each duration to get the total distance driven. So, 110 miles + 180 miles = 290 miles.

So, you drove 290 miles in total.

Knowee AI · Accepted Answer

The best problem-solving strategy for this problem would be A. make a table, chart or list. This is because the problem involves simple calculations based on time and speed, which can be easily organized and solved using a table. Here's how you can do it:

1. Make a table with two columns. Label the first column as 'Time (hours)' and the second column as 'Speed (miles per hour)'.

2. In the first row under 'Time (hours)', write '2'. In the corresponding cell under 'Speed (miles per hour)', write '55'. This represents the distance covered in the first 2 hours.

3. In the second row under 'Time (hours)', write '3'. In the corresponding cell under 'Speed (miles per hour)', write '60'. This represents the distance covered in the next 3 hours.

4. Multiply the time and speed in each row to get the distance covered in that duration. So, for the first row, it would be 2 hours * 55 miles per hour = 110 miles. For the second row, it would be 3 hours * 60 miles per hour = 180 miles.

5. Add up the distances covered in each duration to get the total distance driven. So, 110 miles + 180 miles = 290 miles.

So, you drove 290 miles in total.

Which problem solving strategy would be best to solve this problem?How far did you drive if you drove 2 hours at 55 milesper hour and 3 hours at 60 miles per hour? A. make a table, chart or list B. look for a pattern C. make a model or diagram D. guess, check and revise

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