- 4 Given Triangle Smg With Vertices S 0 0 M 2b 2c And G 2a 0 Using Procedures That You Have Learnt In Class Const 1 (96.94 KiB) Viewed 46 times
4. Given triangle SMG with vertices S(0,0), M(2b, 2c) and G(2a,0). Using procedures that you have learnt in class, const
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4. Given triangle SMG with vertices S(0,0), M(2b, 2c) and G(2a,0). Using procedures that you have learnt in class, const
4. Given triangle SMG with vertices S(0,0), M(2b, 2c) and G(2a,0). Using procedures that you have learnt in class, construct an analytic proof to prove; The line segment determined by the midpoints of two sides of a triangle is parallel to the third side and has length that is one-half of the length of the third side. [24 marks]
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