(3.1) Pierre du Preez, a Second year machanical engineering Student Fodm Nwu, Potchefstroom campus, bought à He went after Cass between two hills is listed |The time is in seconds and Speed readings have been conuerted te m/s to eare caiculations, new moterbike. to test the motebike one afternoon on the Pôrys road. His veiccity in the tabie. tcs) v (m/s) 24 40 7 36 Determin e Hthe e lagrange fun ction Lo, L, ând Le and the Seond degree Lagrång e interpolation Porepmonnal P.(t) For the given ditapoints. [Simpity the poynoma 7 3.2) Commpiete the fabie below for divided differences and determine the second depree Mewten interporå tou given dätapoints. LSRuplify poiynomd] poynomiat Na(t) for the fLt]= fLt.]= t2= fLt, t] = fLt, t, te] =
(3.1) Pierre du Preez, a Second year machanical engineering Student Fodm Nwu, Potchefstroom campus, bought à He went after Cass between two hills is listed |The time is in seconds and Speed readings have been conuerted te m/s to eare caiculations, new moterbike. to test the motebike one afternoon on the Pôrys road. His veiccity in the tabie. tcs) v (m/s) 24 40 7 36 Determin e Hthe e lagrange fun ction Lo, L, ând Le and the Seond degree Lagrång e interpolation Porepmonnal P.(t) For the given ditapoints. [Simpity the poynoma 7 3.2) Commpiete the fabie below for divided differences and determine the second depree Mewten interporå tou given dätapoints. LSRuplify poiynomd] poynomiat Na(t) for the fLt]= fLt.]= t2= fLt, t] = fLt, t, te] =
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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![3.
(3.1) Pierre
machanical engineering Student Foém Nwu,
Potchefstroom câmpus, bought à
He went
du Preez, a Second year
new moterike.
to test the motebike one afternoon
on the Porys road. His veiccity
after Ciass
between two hills
The time is in seconds and Speed redclings have
been converted te m/s to eare caiculations.
is listed
in the
tcs)
v(m/s)
24
나0
7.
36
Determin e the lagrange function Lo, L, and
Le ând the second elegree Lagrang e interpolation
polymomiat P.(t) for the given da ta points.
LSimpity
Hhie peynomia 7
the
(3.2) Commpiete the fabie below for divided
differences and determine the second deenree
Hew ten Interporåhou poynomiài Malt) for the
given datapoints. LSmphfy polynomdi]
te
fLt]=
flt.]=
F6 t7=
fL4, t] =
fLto, f, te]
%3D
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa72ef3a7-0745-4034-8c72-4316fdb0ff7b%2Fa08798a8-271e-408a-a46a-3e5a11a9be08%2Fyxfxx8_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3.
(3.1) Pierre
machanical engineering Student Foém Nwu,
Potchefstroom câmpus, bought à
He went
du Preez, a Second year
new moterike.
to test the motebike one afternoon
on the Porys road. His veiccity
after Ciass
between two hills
The time is in seconds and Speed redclings have
been converted te m/s to eare caiculations.
is listed
in the
tcs)
v(m/s)
24
나0
7.
36
Determin e the lagrange function Lo, L, and
Le ând the second elegree Lagrang e interpolation
polymomiat P.(t) for the given da ta points.
LSimpity
Hhie peynomia 7
the
(3.2) Commpiete the fabie below for divided
differences and determine the second deenree
Hew ten Interporåhou poynomiài Malt) for the
given datapoints. LSmphfy polynomdi]
te
fLt]=
flt.]=
F6 t7=
fL4, t] =
fLto, f, te]
%3D
%3D
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