Videos
Why Studying Calculus Is Important?
179
Method of Exhaustion
78
Archimedes' Method
178
Lets Make It More Accurate
93
Integral as Anti Derivative
121
A Quick Recap
13
Integral Is the Area under the Curve
72
Solved Example
54
Theorems on Integration
174
Quick Recap
24
Solved Example
95
Standard Integrals from Standard Derivatives
168
Look at Them Again
23
Integration by Substitution
195
Quick Recap
14
Solved Examples
60
Integrals of Some Trigonometric Functions
173
Integrals Which Give Inverse Trigonometric Functions
102
Quick Recap
24
Solved Examples
70
Some Integrals That Can Be Derived with Substitutions
174
Solved Example
56
Integration by Parts (UV Rule)
178
How to Select U and V(ILATE Rule)
105
Quick Recap
14
Solved Example
64
An Interesting Integral
81
Have a Look at the Integral Again
14
Solved Example
68
Some Integrals Can Be Solved by Separating Partial Fractions
177
Some Partial Fractions
198
Quick Recap
24
Solved Example
111
Special Integral - 1
87
Special Integral - 2
134
Special Integral - 3
100
Special Integral - 4
156
Integration of Algebrac Fractions
391
Solved Example
229
Solved Example-2
208
Solved Example-3
156
Solved Example-4
42
Integration of Algebraic Fractions-2
113
Solved Example
73
Integral of Mixed Powers of Sin and Cos
267
Solved Example
423
Reduction Formula Sin and Cos
249
Reduction Formula for Other Ratios
300
Reduction Formula for Mixed Powers
244
An Algebraic Function Using Reduction Formula
87
An Application of Reduction
195
Another Application of Reduction
152
Some Functions Involving Trigonometric Ratios Part 1
261
Some Functions Involving Trigonometric Ratios Part 2
142
Special Case Part 1
244
Special Case Part 2
48
More Functions Involving Trigonometric Ratios
132
Solved Example Part 1
170
Solved Example Part 2
159
Solved Example Part 3
122
Solved Example Part 4
114
Special Case Part 1
66
Special Case Part 2
84
Some More Functions Involving Trigonometric Ratios
270
Special Case Part 1
160
Special Case Part 2
255
Fundamental Integration Formula
62
Properties of Indefinite Integrals
107
Integration by Substitution
71
Integration By Parts
185
Integration using Partial fractions
72
Conclusion
60
Analysis of Advanced Paper
83
Substitution Almost Always Works!
153
Substitute, Simplify and Integrate
230
Substitution: a Tried and Tested Tool
269
Integrating Trigonometric Ratios Is Fun
136
Fractions or Partial Fractions?
169
Right Substitution Is the Right Way Ahead
111
Analysis of Mains Paper
75
Coexistance of a Function and Its Derivative Calls for Substitution Part 1
149
Coexistance of a Function and Its Derivative Calls for Substitution Part 2
134
By Parts: Differentiate When Integrating Is Painful
135
Practice Set 2
1280