If the Newton's Divided Difference second order polynomial for the coresponding x, y data is represented by P2 (x) = a, + a, (x – 12) + az(x – 12)(x – 15), then find the value ao + az + az nearly. 12 15 21 25 36 27 A.) 25 B.) 20,644 C.) 22,811 D.) 28,092 E.) 27,977

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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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If the Newton's Divided Difference second order polynomial for the coresponding x, y
data is represented by P2 (x) = ao + a, (x – 12) + a2(x – 12)(x – 15) , then find the value
ao + a1 + az nearly.
12
15
21
25
27
y
36
A.) 25
B.) 20,644
C.) 22,811
D.) 28,092
E.) 27,977
Transcribed Image Text:If the Newton's Divided Difference second order polynomial for the coresponding x, y data is represented by P2 (x) = ao + a, (x – 12) + a2(x – 12)(x – 15) , then find the value ao + a1 + az nearly. 12 15 21 25 27 y 36 A.) 25 B.) 20,644 C.) 22,811 D.) 28,092 E.) 27,977
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