What is the size of the unlabelled angle?
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What is the size of the unlabelled angle?
It cannot be calculated.
Indicates which angle is greater
The inscribed angle theorem requires specific conditions: an angle with vertex on the circle and sides passing through two points on the circle. Without confirming this setup exists, you can't apply the theorem.
You'd need either: the central angle relationship, another angle measurement, or confirmation of specific geometric properties like inscribed angles or tangent-chord relationships.
Check if you have enough given information to apply a specific theorem. If you can't identify which geometric rule connects your given data to the unknown, the problem likely cannot be solved.
Not a trick, but a critical thinking exercise! It teaches you to recognize when insufficient information is provided, which is just as important as solving problems with complete data.
Making unjustified assumptions leads to incorrect solutions! In geometry, every step must be backed by a proven relationship or given information.
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