The basic problem of differential calculus is the problem of
tangent lines and calculating the slope of the tangent line to the graph at a
given point P and the less seemingly important problem of defining the vertical
asymptote line and its derivative. The Logical Derivative makes it feasible to
compute tangent line equations of vertical asymptote lines with the
corresponding slope and direction of the asymptotes. L'hopitals indeterminate
forms were used to evaluate Newton’s difference quotient and compute the
logical derivative”. These are new derivatives developed using a method of
direct proportions. By reversing the decrement and factoring it along with
further analysis, derivatives derived are of the same dimension as their
functions.
Author(s) Details
Chris Mora
Department of Mathematical Sciences, California State
University, Bakersfield, United States.
Please see the link:- https://doi.org/10.9734/bpi/rumcs/v9/324
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