A cubic spline S is defined by: So(x) = 3(x- 1) + 2(x – 1)² – (x – 1) S(x) = s,(x) = 4 + 4(x – 2) – (x – 2)² +(x- 2)* if 1 SxS2 if 2 SxS3 S is a natural cubic Spline O False True

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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A cubic spline S is defined by:
So(x) = 3(x- 1) + 2(x – 1)² – (x – 1)
S,(x) = 4 + 4(x- 2)- (x – 2)* +(x – 2)
if 15xS2
S(x) =
%3D
if 25x53
S is a natural cubic Spline
False
O True
Let P(x ke the Lacrange internolatng nalaomial that firs the tata
3): (2 4) and (4.3)
Transcribed Image Text:A cubic spline S is defined by: So(x) = 3(x- 1) + 2(x – 1)² – (x – 1) S,(x) = 4 + 4(x- 2)- (x – 2)* +(x – 2) if 15xS2 S(x) = %3D if 25x53 S is a natural cubic Spline False O True Let P(x ke the Lacrange internolatng nalaomial that firs the tata 3): (2 4) and (4.3)
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