\begin{tabular}{|l} \ \hline What are all the steps to constructing an \ equilateral triangle inscribed in a circle? \end{tabular}

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1. Draw a circle and label its center $$ O $$. 2. Choose a point $$ A $$ on the circle. 3. Draw a diameter through $$ A $$ and label the other endpoint $$ B $$. 4. Find the midpoint $$ O $$ of $$ AB $$. 5. At $$ A $$, construct a right angle to $$ AB $$. 6. The right angle intersects the circle at points $$ C $$ and $$ D $$. 7. Choose one point (e.g., $$ C $$). 8. Connect $$ A $$, $$ C $$, and $$ B $$ to form triangle $$ ABC $$. 9. Verify all sides are equal. 10. Label the vertices and highlight the triangle.

\begin{tabular}{|l} \\ \hline What are all the steps to constructing an \\ equilateral triangle inscribed in a circle? \end{tabular}

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\begin{tabular}{|l} \\ \hline What are all the steps to constructing an \\ equilateral triangle inscribed in a circle? \end{tabular}

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