Two sides of a triangle are given. The angle between them such that the area is maximum, is given by

Two sides of a triangle are given, find the angle between them such that the area of the triangle is maximum

Two sides of a triangle are a and b. Find the angle between them such that area shall be maximum

Two sides of triangle are given, find the angle between them such that the area of the triangle is maximum.

Two sides of a triangle are x and y. Find the angle between them such that area shall be maximum.

If PQ and PR are the two sides of a triangle, then the angle between them which gives maximum area of the triangle is

If PQ and PR the two sides of a triangle, then the angle between them which gives maximum area of the triangle is

The sum of the hypotenuse and one side of a right angled triangle is given, show that the angle between the sides, when the area is maximum is (pi)/(3) .