The medians AD and BE of the triangle with vertices A(0, b), B(0, 0) and C(a, 0) are mutually perpendicular if

The medians AD and BE of the triangle with vertices A(0,b),B(0,0) and C(a,0) are mutually perpendicular. Prove that a^2=2b^2 .

The medians A D\ a n d\ B E of a triangle with vertices A(0, b),\ B(0,0)\ a n d\ C(a ,0) are perpendicular to each other, if a=b/2 b. b=a/2 c. a b=1 d. a=+-sqrt(2)b

The medians BE and AD of a triangle with vertices A(0,b),B(0,0) and C(a,0) are perpendicular to each other,if.

If the medians PT and RS of a triangle with vertices P (0, b), Q (0, 0) and R (a, 0) are perpendicular to each other, which of the following satisfies the relationship between a and b?

The area of a triangle with vertices A(3,0),B(7,0) and C(8,4) is

The area of a triangle with vertices A(5, 0), B(8, 0) and C(8, 4) in square units is

The area of triangle (AOB) having vertices A(0, 6), O(0, 0) and B(6, 0) is

Find the lengths of the medians of the triangle with vertices A(0,0,6),B(0,4,0)and C(6,0,0)