The perimeter of a triangle is `6p^(2) - 4 p + 9` and two of its sides are `p^(2) - 2p + 1` and `3p^(2) - 5p + 3`. Find the third side of the triangle.

Perimeter of a triangle is 6p ^(2) - 5p + 10 and two and sides of the triangle are p ^(2) + p -2 and 2p ^(2) - 3p + 5. Find the third side of the triangle.

If the circumradius of a triangle is (54)/(sqrt(1463)) and the sides are in G.P with common ratio (3)/(2). then find the sides of the triangle.

The length of the perpendicular drawn from any point in the interior of an equilateral triangle to the respective sides are p_(1), p_(2) and p_(3) . The length of each side of the triangle is

If the circumradius of a triangle is 54/sqrt1463 and the sides are in G.P with common ratio 3/2. then find the sides of the triangle.

The sides of a triangle ABC are in A.P.and its area is 1/3rd of an equilateral triangle of same perimeter.Find ratio of the sides of triangle.

The lengths of the perpendiculars drawn from any point in the interior of an equilateral triangle to the respective sides are P_1 . P_2 and P_3 . The length of each side of the triangle is

If the sides of the triangle ABC are p,q and sqrt(p^(2)+ pq+q^(2)), then the greatest angle of the triangle is-

If the sides of the triangle ABC are p,q and sqrt(p^(2)+ pq+q^(2)), then the greatest angle of the triangle is-

The perimeter of an Isosceles triangle is P which-has equal sides of 'a', the third side is b. Find the equation to find "b'.