1 400 000 275 000 2 181 250 110 938 58 203 depicts the value (in Rands) of an automobile at intervals of 1 year over a period of 4 years. Here 1812 while the quantities and 100 000, respectively, represent the time of purchase and as the starting node of the polynomial. 00
1 400 000 275 000 2 181 250 110 938 58 203 depicts the value (in Rands) of an automobile at intervals of 1 year over a period of 4 years. Here 1812 while the quantities and 100 000, respectively, represent the time of purchase and as the starting node of the polynomial. 00
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Please help with a, b and c
![11:49
Time
Value
0
400 000
1
2
275 000 181 250
Yesterday
21:51
3
3
110 938
4
Edit
depicts the value (in Rands) of an automobile at intervals of 1 year over a period of 4 years. Here
i-0,124 while the quantities x, = 0 and y, 100 000, respectively, represent the time of purchase and
purchase price of the automobile.
a) Construct a divided difference table for the above data.
b) Use the table presented in Part a), along with Newton's divided difference formula,
with a polynonial of degree 3, P(x). Use x, 4 as the starting node of the polynomial
(Hint: Read the table from the "downside up"]
e) Estimate the error in the approximation in Part b)
to approximate /(2
B](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb3e77f5e-150a-4e72-9fd7-52a982ebca69%2F5ae00bd6-bb7a-4ec3-acf4-d25a5ec49acb%2Fhk75w8f_processed.jpeg&w=3840&q=75)
Transcribed Image Text:11:49
Time
Value
0
400 000
1
2
275 000 181 250
Yesterday
21:51
3
3
110 938
4
Edit
depicts the value (in Rands) of an automobile at intervals of 1 year over a period of 4 years. Here
i-0,124 while the quantities x, = 0 and y, 100 000, respectively, represent the time of purchase and
purchase price of the automobile.
a) Construct a divided difference table for the above data.
b) Use the table presented in Part a), along with Newton's divided difference formula,
with a polynonial of degree 3, P(x). Use x, 4 as the starting node of the polynomial
(Hint: Read the table from the "downside up"]
e) Estimate the error in the approximation in Part b)
to approximate /(2
B
Expert Solution
Step 1
Since there are multipart, so here find the solutions of part (a) and polynomial of part (b) and make the visible approximation point in the picture.
Step by step
Solved in 3 steps with 3 images
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