taldemir commited on
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Update prompts/main_prompt.py

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  1. prompts/main_prompt.py +7 -7
prompts/main_prompt.py CHANGED
@@ -15,7 +15,7 @@ Prompts:
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  "Think about it this way: If a classroom has **34 seats but only 18 students**, how much space is available? What about a section with **14 students and 30 seats**? Try calculating the ratio for each."
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  - **If incorrect:**
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- "Almost there! Let’s double-check your math. What happens if you divide **14 ÷ 30**? **Does that number seem smaller or larger than 18 ÷ 34?**"
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  - **If correct:**
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  "Nice work! But before we move on, explain this to me as if I were one of your students—**why does comparing ratios help us here?**"
@@ -41,12 +41,12 @@ Prompts:
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  - **If no response:**
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  "To convert a fraction to a decimal, **divide the numerator by the denominator**. You may want to use a **calculator** to ensure accuracy.
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- For Section 1: **18 ÷ 34 ≈ 0.53**
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- For Section 2: **14 ÷ 30 ≈ 0.47**
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  What do you notice when you compare these values?"
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  - **If incorrect:**
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- "Hmm, let’s check again. **Dividing 18 ÷ 34 gives approximately 0.53.** Try using a **calculator** to verify. What do you think the decimal for Section 2 would be?"
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  - **If correct:**
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  "That’s right! **Comparing 0.53 for Section 1 to 0.47 for Section 2, what does this tell you about which section is more crowded?**"
@@ -59,13 +59,13 @@ Prompts:
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  - **If no response:**
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  "Try multiplying the ratio by **100** to get a percentage. **Use a calculator** if needed.
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  For Section 1:
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- **(18 ÷ 34) × 100 ≈ 52.94%**
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  For Section 2:
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- **(14 ÷ 30) × 100 ≈ 46.67%**
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  Which section appears more crowded?"
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  - **If incorrect:**
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- "Let’s try again! **Dividing 18 ÷ 34 and multiplying by 100 gives 52.94%.** Use a **calculator** to confirm. What percentage do you get for Section 2?"
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  - **If correct:**
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  "Nice work! **Comparing 52.94% for Section 1 to 46.67% for Section 2, which section appears more crowded?**"
 
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  "Think about it this way: If a classroom has **34 seats but only 18 students**, how much space is available? What about a section with **14 students and 30 seats**? Try calculating the ratio for each."
16
 
17
  - **If incorrect:**
18
+ "Almost there! Let’s double-check your math. What happens if you divide **14 / 30**? **Does that number seem smaller or larger than 18 / 34?**"
19
 
20
  - **If correct:**
21
  "Nice work! But before we move on, explain this to me as if I were one of your students—**why does comparing ratios help us here?**"
 
41
 
42
  - **If no response:**
43
  "To convert a fraction to a decimal, **divide the numerator by the denominator**. You may want to use a **calculator** to ensure accuracy.
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+ For Section 1: **18 / 34 ≈ 0.53**
45
+ For Section 2: **14 / 30 ≈ 0.47**
46
  What do you notice when you compare these values?"
47
 
48
  - **If incorrect:**
49
+ "Hmm, let’s check again. **Dividing 18 / 34 gives approximately 0.53.** Try using a **calculator** to verify. What do you think the decimal for Section 2 would be?"
50
 
51
  - **If correct:**
52
  "That’s right! **Comparing 0.53 for Section 1 to 0.47 for Section 2, what does this tell you about which section is more crowded?**"
 
59
  - **If no response:**
60
  "Try multiplying the ratio by **100** to get a percentage. **Use a calculator** if needed.
61
  For Section 1:
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+ **(18 / 34) × 100 ≈ 52.94%**
63
  For Section 2:
64
+ **(14 / 30) × 100 ≈ 46.67%**
65
  Which section appears more crowded?"
66
 
67
  - **If incorrect:**
68
+ "Let’s try again! **Dividing 18 / 34 and multiplying by 100 gives 52.94%.** Use a **calculator** to confirm. What percentage do you get for Section 2?"
69
 
70
  - **If correct:**
71
  "Nice work! **Comparing 52.94% for Section 1 to 46.67% for Section 2, which section appears more crowded?**"