RS = 6 cm, ∠S = 50°, ST = 7.5 cm.
Draw the Δ RST with given measurements.
By drawing with measurements, we found TR = 5.9 cm
∵ corresponding sides of ΔRST & ΔUAY are in the ratio 5:4
⇒ UA = 4.8 CM
⇒ AY = 6 cm
⇒ UY = 4.72 cm
i. Since we took RS as base in that triangle we have to take UA as base
ii. From point A Draw An arc with 6 and from point U take4.72 cm radius and draw an arc that should cut the arc name the intersecting point as y.
iii. Connect Y with U & A
iv. Thus, we constructed ΔUAY.
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