Find the angles of a parallelogram which is also cyclic
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let ABCD a paralleogram
∠A=∠C
again
∠A+∠C=180 (cyclic property)
2∠A=180⇒∠A=90=∠C
similarly ∠B=∠D=90
Thus all the four angles of parallelograms are right angles
∠A=∠C
again
∠A+∠C=180 (cyclic property)
2∠A=180⇒∠A=90=∠C
similarly ∠B=∠D=90
Thus all the four angles of parallelograms are right angles
Answered by
1
∠A+∠C=180 (cyclic property)
2∠A=180⇒∠A=90=∠C
similarly ∠B=∠D=90
all the four angles of parallelograms are right angles
2∠A=180⇒∠A=90=∠C
similarly ∠B=∠D=90
all the four angles of parallelograms are right angles
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