I'm having a problem solving the following example. The teacher wants it in this format. 1st the Verbal Model, 2nd the Labels 3rd Algebraic Model 4th- Solve and finally 5th part: Answer Question.

Example: You are working on a scouting badge. You need 60 points on 4 projects to earn the badge. On your first project, you earn 24 points. One the second project, you earn 14 points. On the third project, you earn 12 points. How many more points do you need on the fourth project to complete the badge?

I'm confused, Can you help?

24+14+12=

take that sum and subtract that from 60

Of course! I can help you break down the problem and guide you through the solution using the requested format.

1st: Verbal Model - The problem statement provides us with a scenario and asks us to find how many more points are needed on the fourth project to complete the badge.

2nd: Labels - Let's assign labels to the given information:
- Total points needed to earn the badge = 60
- Points earned on the first project = 24
- Points earned on the second project = 14
- Points earned on the third project = 12
- Points needed on the fourth project (unknown) = ?

3rd: Algebraic Model - To solve the problem algebraically, let's use the equation:
Total points needed - Points earned = Points needed on the fourth project

In this case, the equation would be:
60 - (24 + 14 + 12) = ?

4th: Solve - Perform the calculations within parentheses first, then subtract the sum from 60 to find the number of points needed on the fourth project.

(60 - (24 + 14 + 12)) = (60 - 50) = ?

5th: Answer the Question - Finally, subtract 50 from 60 to determine the additional points needed on the fourth project to complete the badge.
60 - 50 = 10

Therefore, you need 10 more points on the fourth project to complete the badge.

If you have any further questions or need additional assistance, feel free to ask!