FisMat2 02 FK p1

October 14, 2022 | Author: Anonymous | Category: N/A
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Fisika Matematika 2

Mukhtar Effendi

 

Reference: Sugito, Sunardi dan Jamrud Aminuddin, 2012, Diktat Mata Kuliah Fiika Matematika !!, FS" #noed, $ur%okerto& M& '& (oa, 1)*+, Mathematical Method in "he $hical Science Second Edition, John -ile

 

and an d Son Son .e% /o /ork rk&&

Silau($$: 3 $eramaan Differenial (iaa 3 Fungi4fungi khuu 5amma, (eta, Error 6 3 Fungi4fungi khuu untuk $eramaan Differenial 3 $eramaan Differenial $arial (uku "ek: Mar ' (oa7 ch *, 11, 12 dan 1+

 

$eramaan Differenial (iaa 58h *6 a&$endahuluan &$eneleaian $D dengan $emiahan 9ariael c& $eram $eramaan aan Differenia Differeniall 'inier orde 1 d&$eramaan Differenial Ekak e&$eramaan Differenial 'inier omogen f& $eram $eramaan aan Differenial Differenial"ak "ak omog omogen en orde 2

 

Fungi4fungi Khuu 58h 116 a& $e $end ndah ahul ulua uann & Fun Fungi gi Fa Fakto ktoria riall c& Defi Definii nii F Fungi ungi amm amma: a: u uungan ungan Rekur Rekurif if d& (eer (eera;a a;a F Formula ormula $$entin entingg Fung Fungi i am amma ma e& Fu Fung ngi i (e (eta ta f& uung uungan an ant antara ara F Fungi ungi (eta d dan an Fun Fungi gi  amma amma g& Fu Fung ngi i Er Erro rorr 5Error Function 6 h& Sifa Sifatt Kel Kelengk engka;an a;an Fung Fungi i Err Error or 5"he 8om;lementar, of Error Function 6 i& (e (ent ntuk uk De Dere rett F Fun ung gii Er Erro rorr

 

 

Fungi4fungi Khuu 58h116 a&$endahuluan Fungsi-fungsi khusus dalam FisMat: Fungsi-fungsi penyelesaian istimewa beberapa PDB orde 2 homogen

 

& Fungi Faktorial

 

c& Definii Fungi amma: uungan Rekurif

 

Section +

 

Section <

 

d& (eera;a Formula $enting Fungi amma

 

e& Fungi (eta

 

f& uungan Fungi (eta dan Fungi amma

 

Section =

7.2

½ B (5/4,3/4)

 

g& Fungi Error

 

h& Sifat Kelengka;an Fungi Error 5"he 8om;lementar, of Error Function 6

 

i& (entuk Deret Fungi Error

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