Concave Up and Concave Down: Meaning and Examples | Outlier
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Answered: determine where it is concave up and where it is concave down. Also find all the inflection points, i.e. points where the second derivative changes sign (i.e.… | bartleby
Answered: determine where it is concave up and where it is concav…
Jul 29, 2019
bartleby.com
SOLVED:In Section 5.6 we showed how knowing the curvature of a function (that is, whether it is concave up or concave down) can assist in drawing the graph of the function. Suppose that x(t) solves the differential equation d x / d t=f(x) where f(x) is a differential function and f^'(x) is continuous. (a) By applying the chain rule, show that (d^2 x)/(d t^2)=f^'(x) f(x) (b) If f(x)>0, explain why a solution x(t) is concave up if f^'(x)>0 and concave down if f^'(x)<0. (c) What about if f(x)<0 ? W
SOLVED:In Section 5.6 we showed how knowing the curvature of a fu…
May 23, 2021
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| jdmeducational
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