Consider a triangular pyramid ABCD the position vector of whose angular points are A(3,0, 1) B(-L 4,11 C(5,23) and D(0,-5, 4) Let G be the point of intersection of the medians of the ABCD. 145. The length of the vector AG is V51 51 (c) 59 (b) 3. (d)

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Chapter1: Combinatorial Analysis
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Consider a triangular pyramid ABCD the position vector of
whose angular points are A(3,0, 1) B(-L4n C(5,2 3) and
D(O,-5, 4) Ler Gbe the point of intersection of the
medians of the ABCD.
145. The length of the vector AG is
VST
(b)
(e)
(d)
Transcribed Image Text:Consider a triangular pyramid ABCD the position vector of whose angular points are A(3,0, 1) B(-L4n C(5,2 3) and D(O,-5, 4) Ler Gbe the point of intersection of the medians of the ABCD. 145. The length of the vector AG is VST (b) (e) (d)
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