In triangle ABC, angle C = 90 (degrees), angle A = 60 (degrees) BC = 2√3 Find AB

In a right-angled triangle ABC, angle A = 60 degrees, leg CB, which lies opposite to it = 2√3. Find the hypotenuse AB.

According to trigonometric ratios in a right-angled triangle, we will use the formula: sin 60 = CB / AB.

(sin 60 = √3 / 2)

√3 / 2 = 2√3 / AB;

AB = 2 * 2√3 / √3;

AB = 4 (cm).

Answer: 4 cm.



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