If chord AB is congruent to chord BC, what is the measure of BOC?
O A. 86°
OB. 43
O C. 1330
O D. 470

Answer:
B
Step-by-step explanation:
The central angles determined by the congruent chords are equal in measure, thus
∠ BOC = ∠ BOA = 43° → B
The measure of BOC is 43°.
In geometry, two figures or gadgets are congruent if they have identical shapes and sizes, or if one has an equal shape and size as the replicated picture of the alternative.
The word 'congruent' method 'precisely same' in phrases of shape and length. Even if we turn, turn, or rotate the shapes, they stay identical. for example, draw two circles of the equal radius, then reduce them out and region them on one another.
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