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- W2310119352 abstract "1.1. The power of the mass point technique. This session will introduce a technique that simplifies calculations of ratios in geometric figures in an intuitive way by merging algebra, geometry and basic physics. When the method can be applied, it is far faster than the standard techniques of vectors and area addition. The method is as simple as balancing a see-saw. Let us begin with a problem involving an old geometry concept. Given a triangle, a cevian is a line segment from a vertex to an interior point of the opposite side. (The ‘c’ is pronounced as ‘ch’). Figure 1a illustrates two cevians AD and CE in △ABC. Cevians are named in honor of the Italian mathematician Giovanni Ceva who used them to prove his famous theorem in 1678 (cf. Theorem 4). Problem 1 below is not that famous, but it certainly presents a situation that you may stumble upon in everyday life." @default.
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- W2310119352 date "2007-01-01" @default.
- W2310119352 modified "2023-09-23" @default.
- W2310119352 title "MASS POINT GEOMETRY" @default.
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