Find a b and c so that the quadrature formula has the highest degree of precision f(x)dx af (0) – bf (1) + cf (2) O a=1/3 b=- 4/3 c=1/3 O a=1/3 b=D2/3 c=-1/9 O a=1/3 b=-2/3 c=1/9 O a=1/3 b=4/3 c=1/3
Find a b and c so that the quadrature formula has the highest degree of precision f(x)dx af (0) – bf (1) + cf (2) O a=1/3 b=- 4/3 c=1/3 O a=1/3 b=D2/3 c=-1/9 O a=1/3 b=-2/3 c=1/9 O a=1/3 b=4/3 c=1/3
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Find ab and c so that the quadrature formula has the highest degree of precision
š af (0) – bf (1) + cf (2)
O a=1/3 b=- 4/3 c=1/3
O a=1/3 b=2/3 c=-1/9
O a=1/3 b=-2/3 c=1/9
O a=1/3 b=4/3 c=1/3
Romberg integration for approximating , f(x) dx gives R21 = 2 and R22 = 3 then f (0) =
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