Question 3. Given the formula y(s) – y(s – k) y'(s) use the Taylor series y(s + k) = y(s) + ky'(s) + 21 (s) + y"(s) + O(k**1) n! to determine the integer values of c, p, q and r. (Note that integer values can bep negative values.) Enter c: Enter p: Enter g: Enter r:

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
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Plz solve this now in 30 min i need perfect soloution in 30 min only and take a thumb up plz Plz give me answer as needed according to answer requirements
Question 3.
Given the formula
y(s) - v(s - k)
y(s)
it
use the Taylor series
3(a+k) - v(s) + ky(s) +
to determine the integer values of e, p, q andr. (Note that integer values can be positive, negative or zero. Do not forget to include the minus sign for any
negative values.)
Enter c
Enter p
Enter
Adivate Windos
Enter r
ENG
Transcribed Image Text:Question 3. Given the formula y(s) - v(s - k) y(s) it use the Taylor series 3(a+k) - v(s) + ky(s) + to determine the integer values of e, p, q andr. (Note that integer values can be positive, negative or zero. Do not forget to include the minus sign for any negative values.) Enter c Enter p Enter Adivate Windos Enter r ENG
Question 3.
Given the formula
y(s) – y(s – k)
y'(s)
use the Taylor series
y(s + k) = y(s) + ky'(s) +
21 (s)
+.-+ y"(s) + 0(k"+1)
n!
to determine the integer values of c, p, q and r. (Note that integer values can bep
negative values.)
Enter c:
Enter p:
Enter g:
Enter r:
Transcribed Image Text:Question 3. Given the formula y(s) – y(s – k) y'(s) use the Taylor series y(s + k) = y(s) + ky'(s) + 21 (s) +.-+ y"(s) + 0(k"+1) n! to determine the integer values of c, p, q and r. (Note that integer values can bep negative values.) Enter c: Enter p: Enter g: Enter r:
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