Comparing Cubic vs Sum of Weighted Cubics
yS(x) = S x 3 - 2 S x 2 + S x
yT(x) = T x 3 - T x 2
NOTE: yT(x) = yS(x) with S = -T and x = -x + 1
yRED(x) = (1 - x) yS(x) + x yT(x)
yGREEN(x) = (T + S) x3 + (-T - S) x3 + S x
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| S = -4
| S = -2
| S = 0
| S = 2
| S = 4
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| T = -4
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| T = -2
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| T = 0
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| T = 2
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| T = 4
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Marc Zinck (mbz@cmu.edu)
Aug 29, 20006