Question

Please answer my question. I will mark the person's answer as the brainliest, who gives me correct and reasonable answer. Those who will type anything rubbish in their answers, their answers will be reported. ​

Answer 1

Answer:

Angle COB is congruent to

Angle SRQ

Step-by-step explanation:

As COA=SRP and BOA=QRP

subtracting them we will get the answer

Answer 2

$Given \: \angle {COA} \cong \angle {SRP} \: --(1)$

$and \: \angle {BOA} \cong \angle {QRP} \: --(2)$

/* Subtract equation (2) from equation (1) , we get */

$\angle {COA} - \angle {BOA} \cong \angle {SRP} - \angle {QRP}$

$\implies \green { \angle {COB} \cong \angle {SRQ}}$

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