Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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Problem 2
Consider a cubic function f : R → R where f(x) = x³ +bx²2 + cr+ d.
(a) Explain why f is surjective.
(b) Show that f(x) can also be written in the form g(X) = X³+CX+D,
where C = c- 5. Find an expression for D in terms of b, c and d.
%3D
3
(c) Given that f is injective, show that 3c 2 62.
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Transcribed Image Text:Problem 2 Consider a cubic function f : R → R where f(x) = x³ +bx²2 + cr+ d. (a) Explain why f is surjective. (b) Show that f(x) can also be written in the form g(X) = X³+CX+D, where C = c- 5. Find an expression for D in terms of b, c and d. %3D 3 (c) Given that f is injective, show that 3c 2 62.
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