https://file.aiquickdraw.com/mathbot/file/1725577255842li4hilzm.jpg

The image appears to show a geometry problem involving points on a line and distances between them. Let me transcribe the problem:

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**Problem Set #2**:

**1)** Points D, C, B, and A are in order from left to right on a line.  
\[ \text{Distance} \, DA = 15, \, DB = 6, \, CA = 10, \, CB = 3, \, \text{and} \, DA - 2x \, \text{find the length of CG.} \]

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From the context and the notation, the problem seems to involve calculating the length of segment \( CG \) based on the given distances between the points.

However, there might be some clarification needed about the setup, especially concerning the role of \( G \) (which isn't fully visible or explained). Could you provide some clarification or further details? 

Feel free to ask questions or confirm whether this interpretation is correct! 

Would you like a breakdown of how to approach this kind of problem in general, or perhaps a specific solution to this case?

Points D, C, B, and A are in order from left to right on a line. DA = 15, DB = 6, CA = 10, CB = 3. DA - 2x. Find the length of CG.

Solve a geometry problem involving points D, C, B, and A on a line with given distances DA = 15, DB = 6, CA = 10, CB = 3. Learn how to calculate the unknown length of CG using linear equations and distance formulas.

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