P.20 It is false that, if a function f: R→R is differentiable at xo, (a) the graph of f has tangent line at the point (no, f(201) (b) f is continuous in a • neighbourhood of xo (c) f' + (no) = f (20) then: (d) there exists LER such that f(x) = f(xo) + ((x-x0) + 0(x-xo), as x + xo (e) there exists him flow - f(no) 2020 2-20
P.20 It is false that, if a function f: R→R is differentiable at xo, (a) the graph of f has tangent line at the point (no, f(201) (b) f is continuous in a • neighbourhood of xo (c) f' + (no) = f (20) then: (d) there exists LER such that f(x) = f(xo) + ((x-x0) + 0(x-xo), as x + xo (e) there exists him flow - f(no) 2020 2-20
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 2SE: If a functionfis increasing on (a,b) and decreasing on (b,c) , then what can be said about the local...
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Transcribed Image Text:P.20
It is false that, if a function f: R→R is differentiable at xo,
(a) the graph of f has tangent line at the point (no, f(201)
(b) f is continuous in a • neighbourhood of xo
(c) f' + (no) = f (20)
then:
(d) there exists LER such that f(x) = f(xo) + ((x-x0) + 0(x-xo), as x + xo
(e) there exists him flow - f(no)
2020
2-20
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