What is true regarding two adjacent arcs created by two intersecting diameters?
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They always have equal measures.
The difference of their measures is 90°.
The sum of their measures is 180°.
Their measures cannot be equal.
The difference of their measures is 90°.
The sum of their measures is 180°.
Their measures cannot be equal.
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9
Answer:
The two adjacent arcs which are created by the two intersecting diameters form two semi circles and are equal in measure and have a common point of intersection.
Adjacent arcs are the arcs of a circle that share a common endpoint. They are joined end to end to create a bigger arc. The arcs created by two diameters of a circle make a combination of two semi circular arcs to form a bigger arc that makes a whole circle.
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