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In the given figure \(YH \parallel TE\). Prove that \(\triangle WHY \sim \triangle WET\) and also find \(HE\) and \(TE\).
Proof:
| Statement | Reason | |
| 1 | \(\angle EWT = \angle HWY\) | |
| 2 | \(\angle ETW = \angle HYW\) | |
| 3 | \(\angle WET = \angle WHY\) | |
| 4 | \(\triangle WHY \sim \triangle WET\) |
\(HE =\) \(units\)
\(TE =\) \(units\)
Answer variants:
\(16\)
By \(ASA) Similarity criteria(1,2,3)
Corresponding angles because \(YH \parallel TE\).
\(18\)
common angle
By \(AAA\) Similarity Criteria(1,2,3)
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