Question
If you two functions which meet at vertex, for example: 1. y=-20cos(0.125664x)+20 {0
If you two functions which meet at vertex, for example:
1. y=-20cos(0.125664x)+20 {0 2. y=0.000495238x^{3}-0.120286x^{2}+9.53619x-238 {50 how to match the derivative at the point x=50, so that the vertex no longer exists and the functions follow the same gradient creating a smooth transition?
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Finite Mathematics And Calculus With Applications
Authors: Margaret L Lial, Raymond N Greenwell, Nathan P Ritchey
9th Edition
0321831098, 9780321831095
