Let f(r) be a differentiable function on R. The figure below is the graph of the derivative of f(r). Which of the following is true for the extrema of the function f(2)?

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter1: Equations And Graphs
Section1.3: Lines
Problem 3E
Question
Let f(r) be a differentiable function on R. The figure
below is the graph of the derivative of f(r). Which of
the following is true for the extrema of the function
f(z)?
f(x)
3
3.
Local maximum at r = -2, local minimum
at r = 2 and r = 0, and there is no other
critical point with an extremum.
-3, local mini-
Local maximum at r
mum at r = -1, and critical points at
I = -2, x = 0, x = 2 with no extremum.
!!
Local maximum at r = 1, local minimum at
I= -1, and a critical point at r = 2 with no
extremum.
Local maximum at a = 0, local minimum at
I= -2, and a critical point at r 2 with no
extremum.
Local maximum at r = -2, local minimum
at z = 0, and a critical point at z= 2 with
no extremum.
2020-2021-Bahar-500..
MAT103E21BV (page.
Transcribed Image Text:Let f(r) be a differentiable function on R. The figure below is the graph of the derivative of f(r). Which of the following is true for the extrema of the function f(z)? f(x) 3 3. Local maximum at r = -2, local minimum at r = 2 and r = 0, and there is no other critical point with an extremum. -3, local mini- Local maximum at r mum at r = -1, and critical points at I = -2, x = 0, x = 2 with no extremum. !! Local maximum at r = 1, local minimum at I= -1, and a critical point at r = 2 with no extremum. Local maximum at a = 0, local minimum at I= -2, and a critical point at r 2 with no extremum. Local maximum at r = -2, local minimum at z = 0, and a critical point at z= 2 with no extremum. 2020-2021-Bahar-500.. MAT103E21BV (page.
If the line y
curve y = f(x) given by the implicit equation
sin(y) + I = ctan(ry) +
= I + 1 is normal to the
at the point P(-1,0),
then c=?
-1
3
-2
1.
Transcribed Image Text:If the line y curve y = f(x) given by the implicit equation sin(y) + I = ctan(ry) + = I + 1 is normal to the at the point P(-1,0), then c=? -1 3 -2 1.
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