I'll be using Maple to figure this out, but I can't quite figure out the process. I need to find the minimum and maximum areas of a triangle if two of its vertices are (2,-1,0) and (3,2,2) and its third vertex is on the curve r->=<1+cost,sint,0>, t between 0 and Pi. To find the area of the triangle, I know I use 1/2 the cross product of the 2 vectors formed by the known vertices, but how to minimize the area I get stuck. Can anyone give me a clue?
2007-10-12
12:37:52
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1 answers
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asked by
relique1980
1
in
Mathematics