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fJekJh (Units) (CONTENTS) gZBK ;zfynk (Page No.)
1
1H cbB (Functions)
Pavitar Parkash Singh, Lovely Professional University
2H ;hwk ns/ brkskosk (Limits and Continuity) 31
Pavitar Parkash Singh, Lovely Professional University
3H fBy/VB (Differentiation) 63
Pavitar Parkash Singh, Lovely Professional University
4H bx[rDe fBy/VB (Logarithmic Differentiation) 81
Pavitar Parkash Singh, Lovely Professional University
5H d{i/ ns/ T[Zuso eqw d/ fBy/VB (Second and Higher Order Differentiation) 95
Hitesh Jhanji, Lovely Professional University
6H fBy/VB L ;kg/y (Differentiation: Partial) 100
Hitesh Jhanji, Lovely Professional University
7H ;wo{g cbB ns/ :{bo; gqw/: (Homogenous Function and Euler’s Theorem) 107
Tanima Dutta, Lovely Professional University
8H fBy/VB dk noEPk;so ftZu T[g:'r (Use of Differentiation in Economics) 126
Tanima Dutta, Lovely Professional University
9H T[uso ns/ fBwBso L fJZe uo (Maxima and Minima : One Variable) 144
Dilfraz Singh, Lovely Professional University
10H T[uso ns/ fBwBso L d' uo ns/ b/Aro/Ai r[De ;fjs gqshpzX T[uso ns/ fBwBso 158
(Maxima and Minima: Two Variables and Constrained Maxima and Minima with
Lagrange’s Multiplier)
Dilfraz Singh, Lovely Professional University
11H gqshpzX T[uso ns/ fBwBso (Constrained Maxima and Minima) 173
Hitesh Jhanji, Lovely Professional University
12H nB[ebB L nB[ebB d/ nXkoG{s fB:w (Integration : Basic Rules of Integration) 182
Hitesh Jhanji, Lovely Professional University
13H nB[ebB dhnK ftXhnK (Methods of Integration) 195
Dilfraz Singh, Lovely Professional University
14H :'r (i'V) d/ o{g ftZu nB[ebB (Integration as a Summation) 212
Pavitar Parkash Singh, Lovely Professional University
15H fBPfus nB[ebB (Definite Integration) 230
Pavitar Parkash Singh, Lovely Professional University