Question

in the given figure given that angle AOC equal to angle AOC and Angle B O D equal to Angle B D O prove that AC parallel to BD ​

Answer 1

Solution:-

We have,

∠ AOC = ∠ ACO and ∠ BOD = ∠ BDO

But, ∠ AOC ∠ BOD (Vertically opposite angles)

∴ ∠ ACO = ∠ BOD and ∠ BOD = ∠ BDO

⇒ ∠ ACO = ∠ BDO

Thus AC and BD are two lines intersected by transversal CD such that       ∠ ACO = ∠ BDO i.e. alternate angles are equal. Therefore AC II DB

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Answer 2

Answer:

AC parallel to BC

Explanation:

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