Suppose P(z) is a polynomial satisfying • P( – 4) = - 32 • P'( – 4) = 44 • P''( – 4) = – 90 • P(3) ( – 4) = 366 Р(4) — 0 Р(4) — 796 If P(æ) = a + b(x – 4) + c(x – 4)(x + 4) + d(æ – 4)(x + 4)² + e(x – 4)(x + 4)³ + f(x – 4)°(æ + 4)³ then 1. What is the coefficient a ? 2. What is the coefficient b? 3. What is the coefficient c? 4. What is the coefficient d? 5. What is the coefficient e ? 6. What is the coefficient f ?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Suppose P(x) is a polynomial satisfying
• P( – 4) = - 32
• P'( – 4) = 44
• P'(– 4) = – 90
• P(3) (– 4) = 366
• P(4) = 0
P'(4) = 796
If
P(2) = a + b(z – 4) + c(z – 4)(2 + 4) + d(æ – 4)(æ + 4)² + e(æ – 4)(æ + 4)³ + f(æ – 4)°(æ + 4)³
then
1. What is the coefficient a ?
2. What is the coefficient b ?
3. What is the coefficient c?
4. What is the coefficient d?
5. What is the coefficient e ?
6. What is the coefficient f ?
Attach your work in the following answer box as a pdf file of your Maple sheet.
Transcribed Image Text:Suppose P(x) is a polynomial satisfying • P( – 4) = - 32 • P'( – 4) = 44 • P'(– 4) = – 90 • P(3) (– 4) = 366 • P(4) = 0 P'(4) = 796 If P(2) = a + b(z – 4) + c(z – 4)(2 + 4) + d(æ – 4)(æ + 4)² + e(æ – 4)(æ + 4)³ + f(æ – 4)°(æ + 4)³ then 1. What is the coefficient a ? 2. What is the coefficient b ? 3. What is the coefficient c? 4. What is the coefficient d? 5. What is the coefficient e ? 6. What is the coefficient f ? Attach your work in the following answer box as a pdf file of your Maple sheet.
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