Question

How to draw tangent line at inflection point in matlab?

Answer 1

Answer:

the equation of the tangent line to the curve y = x3 - 6x2 at its point of inflection is

A. y = -12x + 8

B. y = -12x + 40

C. y + 12x - 8

D. y = -12x + 12

E. y = 12x - 40

Answer 2

You have the slope at the inflection point as well as the ‘t’ and ‘y’ values at the inflection point, so all you need to do to draw the tangent line at the inflection point is to calculate the slope ‘b’, and that is straightforward.

I would use the gradient function to calculate the derivative, not diff, and the del2 function to calculate the second derivative, both because they are more accurate and because the result of each vector is the same length as the input vector.

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