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Point D Lies in the Interior of

Question 364

Essay

Point D lies in the interior of Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] . Line segments are drawn from vertices A, B, and C through point D to intersect Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] at point E, Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] at point F, and Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] at point G. If Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] , Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] , Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] , Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] , and Point D lies in the interior of   . Line segments are drawn from vertices A, B, and C through point D to intersect   at point E,   at point F, and   at point G. If   ,   ,   ,   , and   , find AG. [Hint: Use Ceva's Theorem.] , find AG. [Hint: Use Ceva's Theorem.]

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