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Find the coordinates of point M, given that  BCM is a equilateral triangle .

Project of group 2 : Fermat Point Given 3 points in the coordinate system: A(0, 0), B(4, 0), C(1, 3). Find the coordinates of point M, given that  BCM is a equilateral triangle . Find the coordinates of point N, given that  CAN is a equilateral triangle .

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Find the coordinates of point M, given that  BCM is a equilateral triangle .

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  1. Project of group 2: Fermat PointGiven 3 points in the coordinate system:A(0, 0), B(4, 0), C(1, 3). • Find the coordinates of point M, given that  BCM is a equilateral triangle. • Find the coordinates of point N, given that  CAN is a equilateral triangle. • Find the coordinates of point P, given that  ABP is a equilateral triangle. M C N B A P

  2. Project of group 2: Fermat PointGiven 3 points in the coordinate system:A(0, 0), B(4, 0), C(1, 3). • Show that the line segments AM, BN and CP are concurrent and have the same length. This point of concurrency is called Fermat Point. Find the coordinates of this point. M C N B A P

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