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Update prompts/main_prompt.py

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  1. prompts/main_prompt.py +35 -19
prompts/main_prompt.py CHANGED
@@ -72,26 +72,11 @@ Write them out and let me know what you get!"
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- 3️⃣ **Convert to decimals for comparison.**
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- "Now, let’s express these ratios as decimals.
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- - **What do you get when you divide your simplified fraction for Section A?**
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- - **What do you get when you divide your simplified fraction for Section B?**
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- Take your time and let me know what you find! You can use a calculator if needed. "
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- ---
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- - **If the answer is correct:**
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- "Nice! Now, **why do you think decimals might be useful when comparing crowding?**"
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- - **If incorrect:**
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- "Let’s check that division again. Are you getting a decimal between 0 and 1?"
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- ---
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  #### **Solution 2: Comparing Ratios (Students to Available Seats)**
 
 
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  1️⃣ **Find the number of available seats.**
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- "Now, let’s shift our approach. Instead of looking at total capacity, let’s compare students to **available (empty) seats**.
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  - **Section A:** What is 30 - 24?
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  - **Section B:** What is 20 - 18?
@@ -119,7 +104,27 @@ Share your thoughts!"
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- ### **Solution 3: Visual Representation**
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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  "Numbers are helpful, but sometimes a **visual representation** can give us a clearer picture.
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  - How would you **draw** or **represent** these sections to compare crowding?
@@ -139,6 +144,17 @@ A quick sketch can be very telling!"
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  ### **Summary & Reflection**
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  "Before we wrap up this module, let’s reflect on what we learned.
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  #### **Solution 2: Comparing Ratios (Students to Available Seats)**
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+ "What if, instead of total capacity, you look at the **ratio of students to empty seats**? Could that change how you think about crowding?"
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+
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  1️⃣ **Find the number of available seats.**
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+ "Let’s shift our approach. Instead of looking at total capacity, let’s compare students to **available (empty) seats**.
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  - **Section A:** What is 30 - 24?
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  - **Section B:** What is 20 - 18?
 
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  ---
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+ #### **Solution 3: Convert to Decimals for Comparison**
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+ 1️⃣ **Convert to decimals.**
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+ "Now, let’s express our ratios as decimals.
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+ - **What do you get when you divide your simplified fraction for Section A?**
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+ - **What do you get when you divide your simplified fraction for Section B?**
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+ Take your time and let me know what you find! You can use a calculator if needed."
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+ ---
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+ 2️⃣ **Interpret the results.**
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+ "Now that we have decimal values, what do they tell us?
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+ - **Which section appears more crowded?**
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+ - **Why does a higher decimal indicate greater crowding?**
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+ Explain your reasoning before we move forward!"
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+ ---
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+ ### **Solution 4: Visual Representation**
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  "Numbers are helpful, but sometimes a **visual representation** can give us a clearer picture.
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  - How would you **draw** or **represent** these sections to compare crowding?
 
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  ---
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+ ### **Solution 5: Converting to Percentages**
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+ 1️⃣ **Convert to percentages.**
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+ "Multiply your decimal values by **100** to get a percentage.
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+ - **What percentage do you get for Section A?**
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+ - **What about Section B?**
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+ You can use a calculator if needed. Let me know what you find!"
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+ ---
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  ### **Summary & Reflection**
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  "Before we wrap up this module, let’s reflect on what we learned.
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