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In Fig, XY ii BC Find the length of XY. |
Answer» We have , XY || BC In Δ AXY and ΔABC ∠A = ∠A (Common) ∠AXY = ∠ABC (Corresponding angles) Then, Δ AXY ~ΔABC (By AA Similarity) So,\(\frac{AX}{BY}\) = \(\frac{XY}{BC}\) (Corresponding parts of similar triangle area proportion) Or \(\frac{1}4\) = \(\frac{XY}6\) Or XY = 6/4 Or XY = 1.5cm |
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