23 +5 z<1 Let f (x) = 7x (a) Find the r-values of the critical points of f (x). Enter them in increasing order, e.g. -1,0,1. (b) Select a point #i to the left of æ = 1, but to the right of any other critical point(s) that occur with a < 1. Enter the value of æ1 and of the derivative at that point, in the form ¤1;f'(¤1). (c) Select a point æ,2 to the right of æ = 1, but to the left of any other critical point(s) that occur with a > 1 Enter the value of 2 and of the derivative at that point, in the form æ2f'(x2). (d) Classify the critical point at r = 1. 点击获取列表

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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23 +5
x <1
Let f (x) =
7x –
- x° x >1
(a) Find the x-values of the critical points of f (x). Enter them in increasing order, e.g. -1,0,1.
(b) Select a point ¤1 to the left of æ = 1, but to the right of any other critical point(s) that occur with a < 1.
Enter the value of æ1 and of the derivative at that point, in the form a1, f'(¤1).
(c) Select a point x, to the right of a = 1, but to the left of any other critical point(s) that occur with a >1.
Enter the value of r, and of the derivative at that point, in the form æ2, f' (æ2).
(d) Classify the critical point at a = 1.
点击获取列表
Transcribed Image Text:23 +5 x <1 Let f (x) = 7x – - x° x >1 (a) Find the x-values of the critical points of f (x). Enter them in increasing order, e.g. -1,0,1. (b) Select a point ¤1 to the left of æ = 1, but to the right of any other critical point(s) that occur with a < 1. Enter the value of æ1 and of the derivative at that point, in the form a1, f'(¤1). (c) Select a point x, to the right of a = 1, but to the left of any other critical point(s) that occur with a >1. Enter the value of r, and of the derivative at that point, in the form æ2, f' (æ2). (d) Classify the critical point at a = 1. 点击获取列表
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