Inscribed Square Solution
Construct an Inscribed Square in Circle A. Prove that the square has 4 congruent sides and 4 congruent angles.
Inscribed Square solution
1. Create a circle using the circle tool 
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2. Create a line through the center point A and point B on the circle using the line tool 
3. Create point C to form the diameter BC on the circle using the point tool 
4. Use the diameter to create a compass with the center at point B and with a center at points C.
5. Create the bisector of the diameter using points D and E.
6. Put points F and G on the circle, then connect points B, G, C and F to create the square with the polygon tool 
.
7. Prove that the square has four equal sides and four right angles using the distance tool 
and angle tool 
.
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2. Create a line through the center point A and point B on the circle using the line tool
3. Create point C to form the diameter BC on the circle using the point tool
4. Use the diameter to create a compass with the center at point B and with a center at points C.
5. Create the bisector of the diameter using points D and E.
6. Put points F and G on the circle, then connect points B, G, C and F to create the square with the polygon tool .
7. Prove that the square has four equal sides and four right angles using the distance tool and angle tool .