In the adjoining figure $△ P Q R \sim △ T S R .$
Identify the corresponding vertices, corresponding sides and their ratios.

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Solution

In $△ P Q R \sim △ T S R$
The corresponding The corresponding
Vertices Sides
$P \to T$ $Q R \to R S$
$Q \to S$ $P R \to R T$
$R \to R$ $P Q \to S T$
$∴$ Their ratios are $\frac{P Q}{S T} = \frac{Q R}{R S} = \frac{P R}{R T}$

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Similar questions

In the adjoining figure, identify

(i) The pairs of corresponding angles

(ii) The pairs of alternate interior angles

(iii) The pairs of interior angles on the same side of the transversal

(iv) The vertically opposite angles

In the figure, write the

(i) Corresponding vertices and

(ii) Corresponding sides of the ΔAPQ and ΔABC. Hence show that AP. AB = AQ.AC.

Δ ABC \sim Δ PQR

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