About geometry circle proof. Please write it like column proof(statements and reasons), so that I can understand easier. THE SECOND IMAGE IS THE EXAMPLE OF HOW IT IS. Please helpppp
Given: if the chord AB = chord CD then prove that AP = CP and BP = DP.
First, we constructed OE and OQ perpendicular on AB and CD respectively.
Statement  Reason 
Given: Chord AB and CD are equal of the same circle. Then OE = OQ  Equal chords of a circle are equidistant from the center 
Now, In triangle OEP and OQP, OE = OQ, OP = OP and the angle OEP = OQP = 90. Then triangle OEP congruent to triangle OQP.  Two sides and one angle are same in two triangles than the triangles are congruent. 
EP = QP  Tringle OEP and OQP are congruent. 
Also, AE = EB = ½ AB and CQ = QD = ½ CD  The line joining the center of the circle is perpendicular to the chord and bisects the chord. 
Now, AB = AC then AE = EB = CQ = QD 

Now, EP = QP  Tringle OEP and OQP are congruent. 
Then EP – BE = QP – BE &nb... 
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