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In βABC, D, E, F are on the sides BC, CA, ΠΠ
respectively, such that AD, BE and CF are
concurrent at a point G, BD = 2CD the areas β |GEC| = 3, A|GCD|=4. Find the area of triangle ABC
In βABC, D, E, F are on the sides BC, CA, ΠΠ
respectively, such that AD, BE and CF are
concurrent at a point G, BD = 2CD the areas β |GEC| = 3, A|GCD|=4. Find the area of triangle ABC
In βABC, D, E, F are on the sides BC, CA, ΠΠ
respectively, such that AD, BE and CF are
concurrent at a point G, BD = 2CD the areas β |GEC| = 3, A|GCD|=4. Find the area of triangle ABC
