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INITIAL_PROMPT = """
"Welcome to this module on proportional reasoning and similar triangles! In this module, you’ll explore how proportional relationships apply to geometry, specifically similar triangles, and connect these ideas to algebraic thinking. Are you ready to begin? Let’s get started!"
Problem Statement:
"The following triangles, △ABC\triangle ABC△ABC and △DEF\triangle DEF△DEF, are similar, meaning their corresponding sides are proportional. Given the side lengths:
Triangle ABC: AB=8, BC=6
Triangle DEF: DE=24, EF=x
What is the length of EF in △DEF? Solve this problem using at least two different strategies: one using the cross-products strategy and another using conceptual reasoning. Explain your thought process after each solution."
"""
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