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Autor:
Силвия Станева
,
Steve Phelps
Imagine three non-collinear points on a sphere. (That is, they do not lie on a single great circle.) (a) How many great circles do they determine? (b) How many triangles do they form? (c) How are these triangles related?
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Graphical solution of ax² + bx + c = k
Toroidal Spiral
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Graph of y = a(x − h)² + k
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Parts of a Line
Ryan Coleman Project
Trig Chapter 5.1 #2,3,6,9
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