A 12 cm long wire is bent to form a triangle with one of its angles as `60^(@)`. Find the sides of the triangle when its area is the largest.

A 12 -cm-long wire is bent to form a triangle with one of the angles as 60^(@). Find the sides of the triangle if its area is the largest.

A12-cm-long wire is bent to form a triangle with one of the angles as 60^(@). Find the sides of the triangle if its area is the largest.

A L cm long wire is bent to form a triangle with one of it's angle as 60^(@) .Find the sides of the triangle for which area is largest.

A L cm long wire is bent to form a triangle with one of it's angle as 60^(@) .Find the sides of the triangle for which area is largest.

A 24 cm long wire is bent to form a triangle with one of the angles as 60^@ . What is the altitude of the triangle having the greatest possible area ?

The base of an isosceles triangle is 48 cm and one of its equal sides is 30 cm. Find the area of the triangle

The lateral sides of an isosceles triangle with vertex angle 60^(@) are 12cm each.Find the area of the triangle and hence its base.

The lateral sides of an isosceles triangle with vertex angle 90^(@) are 12cm each.Find the area of the triangle and hence its base

The base of an isosceles triangle is 12 cm and its area is 48 "cm"^(2) . Find the equal sides of the triangle.