When a student is struggling with a Circle Theorem question, I've found that it's typically one of two issues:
1) They don't spot which Circle Theorems can be applied, especially on more complex diagrams. See this post for a resource aiming at tackling that.
or
2) They don't spot that two radii and a chord form an isosceles triangle. I've dubbed this "The Unofficial Circle Theorem".
This is something I teach in Year 8, two years before seeing the proper Circle Theorems. The aim is to get students associating circles and radii with isosceles triangles prior to the "official" 7 Circle Theorems (or maybe more if your not AQA) making an appearance.
\(w=180-2\times44=92\)
\(s=\frac{180-148}{2}=16\) and \(r=360-(148+180-2\times78)=188\)
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