A math team is working through a set of puzzles. The following diagram describes the numbers of puzzles they've started and not yet started.

Puzzles startedPuzzles not started

**What is the ratio of puzzles started to total puzzles?**

Choose 1 answer:

Choose 1 answer:

(Choice A)   

\[2:5\]

A

\[2:5\]

(Choice B)   

\[3:4\]

B

\[3:4\]

(Choice C)   

\[2:3\]

C

\[2:3\]

(Choice D)   

\[3:5\]

D

\[3:5\]

To determine the ratio of puzzles started to total puzzles, we need more information about the specific number of puzzles started and not started. However, if you can provide these values, I can help you calculate the ratio and choose the correct answer from the options given.

Would you like to provide the numbers, or would you like help with something else?

Here are 5 questions that could follow:

1. What is the total number of puzzles if the ratio of puzzles started to total puzzles is \(2:5\)?
2. How do you calculate the total number of puzzles from the ratio?
3. What would the ratio be if 3 puzzles were started and 2 puzzles were not started?
4. Can you express the ratio of puzzles started to total puzzles as a fraction?
5. If the number of started puzzles doubled, how would that affect the ratio?

**Tip:** The ratio of part to whole is calculated by dividing the number of items in the part by the total number of items.

Explore the concept of ratios in puzzles. Learn how to determine the ratio of puzzles started to total puzzles with a step-by-step explanation. This problem involves basic arithmetic and ratio concepts, suitable for Grades 6-8 students.

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