Two sides of a triangle are to have lengths 'a'cm & 'b'cm. If the triangle is to have the maximum area, then the length of the median from the vertex containing the sides 'a' and 'b'is

Two sides of a triangle are of length 4 cm and 10 cm. If the length of the third side is a cm, then

Let 'l' is the length of median from the vertex A to the side BC of a Delta ABC . Then

Let 'l' is the length of median from the vertex A to the side BC of a Delta ABC . Then

Let 'l' is the length of median from the vertex A to the side BC of a Delta ABC . Then

Let 'l' is the length of median from the vertex A to the side BC of a Delta ABC . Then

Let 'l' is the length of median from the vertex A to the side BC of a Delta ABC . Then

Two sides of a triangle have lengths 'a' and b' and the angle between them is theta .What value of theta will maximee the are of the triangle? Find the maximum area of the triangle also.