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E L-LOVELY-H math6-1 IInd 21-10-11 IIIrd 24-1-12 IVth 21-4-12 Vth 20-8-12 VIth 10-9-12

noEPk;soh dk rfDs Hitesh Jhanji, Lovely Professional University

B'N fJekJh^6L fBy/VB L ;kg/y

(Differentiation: Partial)

ftP/ t;s{ (Contents)
T[d/P (Objectives)
gq;sktBk (Introduction)

6H1 fe;h cbB dk fe;h d{i/ cbB d/ ;kg/y fBy/VB
(Differentiation of a Function in Respect of Other Function)
6H2 ;koKP (Summary)
6H3 Ppde'P (Keywords)

6H4 nfGnk; gqPB (Review Questions)
6H5 ;zdoG g[;seK (Further Readings)

T[d/P (Objectives)

fJ; fJekJh d/ nfXn?B s'A pknd ftfdnkoEh :'r j'Dr/L
• fe;h cbB dk fe;h d{i/ cbB d/ ;kg/y fBy/VB gsk eoB dh ftXh B{z ;wM ;eDr/.

gq;sktBk (Introduction)

fe;h cbB dk fe;h d{i/ cbB d/ ;kg/y fBy/VB^r[DKe gfjb/ cbB dk x d/ ;kg/y fBy/VB^
r[DKe ns/ d{i/ cbB dk x d/ ;kg/y fBy/VB^r[DKe dk nB[gks j[zdk j?.

6H1 fe;h cbB dk fe;h d{i/ cbB d/ ;kg/y fBy/VB
(Differentiation of a Function in Respect of Other Function)
wzB fbU y 1 = f 1 (x) ns/ y 2 = f 2 (x)

Gkt y 1 ns/ y 2 , x d/ d' cbB jB, d'jK dk x d/ ;kg/y fBy/VB eoB s/

ns/

j[D y 1 dk y 2 d/ ;kg/y fBy/VB^r[DKe

B'N;

dk x d/ ;kg/y fBy/VB ^ r[DKe
fJ; soQK
dk x d/ ;kg/y fBy/VB ^ r[DKe

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