Find all a and b such that the two curves given by intersect at only one point
Question:
Find all a and b such that the two curves given by
intersect at only one point and have a common tangent line and equal curvature at that point. Sketch a graph for each set of values of a and b.
Transcribed Image Text:
y₁ = ax(bx) and ₂ X x + 2
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X Mi axb x y2 x 2 You observe that 00 is a solution ...View the full answer
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