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Circle A is congruent to circle P.Which statement is not true?If DC =RQ, then Z CAB ZRPQ.If ZDAC = RPQ, then DC RQ.00If BC = RS, then ZBAC = ZRPS.BIf ZBAC = ZRPS, then BC =RS.

Circle A is congruent to circle P.Which statement is not true?If DC =RQ, then Z CAB-example-1
User Kerni
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1 Answer

2 votes

if


\text{Arc DC}\cong Arc\text{ }RQ

Then,


\angle DAC\cong\angle RPQ

If,


\text{Arc BC}\cong Arc\text{ RS}

Then,


\angle BAC\cong\angle RPS

With these deductions above the statement that is not true is OPTION A

User Mohamed Ghonemi
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