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In ∆XYZ, XY = 4 cm, YZ = 6 cm, XZ = 5 cm. If ∆XYZ ~ ∆PQR and PQ = 8 cm, then find the lengths of remaining sides of ∆PQR.

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∆XYZ ~ ∆PQR [Given]

∴ XY/PQ = YZ/QR = XZ/PR [Corresponding sides of similar triangles]

∴ PR = 10 cm 

∴ QR = 12 cm, PR = 10 cm

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