John is wrapping tamales. He has already wrapped 6 tamales when his friend Cole arrives to help. John wraps 2 tamales every minute, and Cole wraps 3 tamales every minute.


This is a rate problem that involves John and Cole wrapping tamales at different speeds. Let’s break it down step by step:

### Information Given:
- John has already wrapped 6 tamales before Cole arrives.
- John wraps 2 tamales per minute.
- Cole wraps 3 tamales per minute after he joins.

### To Answer Specific Questions:

If you were to ask something like, "How many tamales do they wrap together in a certain amount of time?" or "How long will it take for them to wrap a total of **n** tamales?", I could proceed with calculations based on that information.

Would you like me to perform some calculations with a specific number of tamales in mind?

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### Here are some related questions you might find helpful:
1. How many tamales can they wrap together in 10 minutes?
2. How many total tamales are wrapped if Cole helps for 15 minutes?
3. How long will it take them together to wrap 50 tamales (including the 6 John has already wrapped)?
4. How many more tamales will Cole wrap than John after 20 minutes?
5. If John takes a break after 10 minutes, how many tamales will Cole wrap alone in 5 minutes?

### Tip:
Always set up rate problems by clearly identifying the rate for each participant, then combine them if they're working together to solve for time or total quantity.

John is wrapping tamales. He has already wrapped 6 tamales when his friend Cole arrives to help. John wraps 2 tamales every minute, and Cole wraps 3 tamales every minute.

Solve a rate problem where John wraps 2 tamales per minute and Cole wraps 3 tamales per minute after joining. Calculate how many tamales they wrap together and answer related questions. Suitable for Grades 5-7.

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