https://file.aiquickdraw.com/mathbot/file/1728825263651wpnythm2.jpg

The image shows a math problem that involves drawing counters on a ten-frame to solve four addition problems. The given problems are:

1. \(7 + 4\)
2. \(5 + 9\)
3. \(6 + 7\)
4. \(6 + 7\) (this problem is repeated twice in the image).

To solve these problems using ten-frames:

### Steps:
1. **\(7 + 4\):**
   - First, place 7 counters in one ten-frame (it will fill 7 of the 10 spaces).
   - Then, place 4 counters in the second ten-frame.
   - Total: \(7 + 4 = 11\), so you will fill one ten-frame and part of another.

2. **\(5 + 9\):**
   - Place 5 counters in one ten-frame.
   - Place 9 counters in the second ten-frame.
   - Total: \(5 + 9 = 14\), so one ten-frame will be full, and part of the second will have 4 counters.

3. **\(6 + 7\):**
   - Place 6 counters in one ten-frame.
   - Place 7 counters in the second ten-frame.
   - Total: \(6 + 7 = 13\), so one ten-frame will be full, and part of the second will have 3 counters.

These visual tools (ten-frames) help understand how numbers add up beyond 10 by representing it in a concrete way.

Would you like further explanation or details on these additions?

### Here are 5 related questions to deepen your understanding:
1. How can you use ten-frames to subtract numbers as well as add them?
2. What patterns do you notice when adding numbers that are just above 10?
3. How would you explain the concept of "carrying over" using ten-frames?
4. How could you modify a ten-frame to work with numbers larger than 20?
5. What strategies help when adding larger numbers, like 25 + 13?

**Tip:** Ten-frames are excellent for building a strong sense of number composition and helping students visually see how numbers combine!

Draw counters on the ten frame to solve the following addition calculations: 7 + 4, 5 + 9, 6 + 7, 6 + 7

Learn how to solve basic addition problems like 7 + 4, 5 + 9, and 6 + 7 using ten-frames. This visual method helps young learners understand number composition and addition by organizing counters on ten-frames. Suitable for Grades 1-3.

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