- 
					 ∆ABC is an isosceles triangle with AB = AC = 15 cm and altitude from A to BC is 12 cm. The length of side BC is :
- 
                        -  9 cm.
 
-  12 cm. 
 
-  18 cm. 
 
- 20 cm.
 
-  9 cm.
Correct Option: C
We draw a figure of an isosceles triangle ABC , 
Here , AB = AC = 15 cm. 
AD ⊥ BC ; AD = 12 cm.
∴ BD = DC 
In, ∆ABD 
BD = √AB² - AD² 
BD = √15² - 12²
BD = √(15 + 12)(15 – 12)
BD = √27 × 3 = 9 cm. 
∴ BC = 2 × BD = 2 × 9 = 18 cm.
 
	