(d) (Still: the function f is given by f(x) = = ¹/²+x-¹/².) Sketch the g Compute all necessary limits and label all points of importance on the graph. (Yor 4/√3≈ 2.3.) (e) Determine the range of f. (1,2) [2,00) x+1 √x (f) Is y = f(x) one-to-one on (0, 1)? (3, 45¹) Yes. It is (strictly) decreast with f'(x) <0 m (0, 1)
(d) (Still: the function f is given by f(x) = = ¹/²+x-¹/².) Sketch the g Compute all necessary limits and label all points of importance on the graph. (Yor 4/√3≈ 2.3.) (e) Determine the range of f. (1,2) [2,00) x+1 √x (f) Is y = f(x) one-to-one on (0, 1)? (3, 45¹) Yes. It is (strictly) decreast with f'(x) <0 m (0, 1)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
I dont understand (f)
Transcribed Image Text:= ¹/2+¹/2.) Sketch the graph of y = f(x).
#+1
(d) (Still: the function f is given by f(x) =
√x
Compute all necessary limits and label all points of importance on the graph. (You may use ƒ(3) =
4/√3≈ 2.3.)
(e) Determine the range of f.
(1,2)
[2, ∞)
(f) Is y = f(x) one-to-one on (0, 1)?
(3, 15)
Yes. It to (strictly) decreasing,
with f'(x) <0
m (0, 1).
4
4.
4
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