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  A.3.3. The question doesn’t say. But you should know these properties.
 

 

 

 

Triangle OAB is inscribed in a circle. O is the centre of the circle. A and B are on the circumference of the circle.

Triangle OAB is an isosceles triangle, with OA = OB.

Triangle ABC is inscribed in a circle. A, B and C are on the circumference of the circle. AC passes through O, the centre of the circle.

Triangle ABC is a right-angle triangle, with Ð ABC = 90°.

ABCD is a rhombus.

Triangle ABD is an isosceles triangle, with AB = AD.

 

 

 

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