If $∆$ XYZ ~ $∆$ LMN, write the corresponding angles of the two triangles and also write the ratios of corresponding sides.

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Solution

Consider, $∆$ XYZ ~ $∆$ LMN
$∴ \frac{XY}{LM} = \frac{YZ}{MN} = \frac{XZ}{LN} ∠ X ≅ ∠ L, ∠ Y ≅ ∠ M, and ∠ Z ≅ ∠ N$

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If ∆ XYZ ~ ∆ LMN, write the corresponding angles of the two triangles and also write the ratios of corresponding sides.

Consider, ∆ XYZ ~ ∆ LMN ∴XYLM=YZMN=XZLN∠X≅∠L, ∠Y≅∠M, and ∠Z≅∠N

If $∆$ XYZ ~ $∆$ LMN, write the corresponding angles of the two triangles and also write the ratios of corresponding sides.

Consider, $∆$ XYZ ~ $∆$ LMN
$∴ \frac{XY}{LM} = \frac{YZ}{MN} = \frac{XZ}{LN} ∠ X ≅ ∠ L, ∠ Y ≅ ∠ M, and ∠ Z ≅ ∠ N$