Properties of TriangleHard
Question
The centre of square ABCD is at origin. The vertex A is Z, then centroid of triangle BCD is at (where Z ∈ C) :
Options
A.-Z/2
B.-Z/3
C.Z/3
D.-iZ/3
More Properties of Triangle Questions
The hypoteneous BC = a of the right angle triangle ABC has been divided into 5 equal intervals. Let h denotes the altitu...In a ᐃABC, is equal to -...In any triangle ABC, is always greater than -...In a triangle ABC, let ∠C = If r is the inradius and R is the circumradius of the the triangle ABC, then 2 (r + R)...In ᐃABC, a sin (B − C) + b sin (C − A) + c sin (A − B) =...