Differential Calculus

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First Principle
First Principle
1
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Formula For Derivatives
Formula For Derivatives
2
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Product Rule
Product Rule
3
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Quotient Rule
Quotient Rule
4
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Chain Rule
Chain Rule
5
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Sum & Difference Rule
Sum & Difference Rule
6
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Derivatives of Exponentials
Derivatives of Exponentials
7
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Derivatives of Logarithms
Derivatives of Logarithms
8
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Proof of Trig Derivatives
Proof of Trig Derivatives
9
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Implicity Differentiation
Implicity Differentiation
10
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Implicity Differentiation With Exponentials
Implicity Differentiation With Exponentials
11
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Tangents & Normal Lines to a Curve
Tangents & Normal Lines to a Curve
12
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Increasing & Decreasing Functions
Increasing & Decreasing Functions
13
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Stationary Points & Critical Points
Stationary Points & Critical Points
14
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Nature of Staionary Points
Nature of Staionary Points
15
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Relative Maximum & Minimum
Relative Maximum & Minimum
16
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Related Rates
Related Rates
17
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Related Rates-Ladder Problem
Related Rates-Ladder Problem
18
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Curve Sketching-Application of Differentiation
Curve Sketching-Application of Differentiation
19
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Asymptotes of Rational Functions
Asymptotes of Rational Functions
20
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Math Tutorial sheet 8 limits
Math Tutorial sheet 8 limits
21
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Question 1 TS 9
Question 1 TS 9
22
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T9 q2-q12
T9 q2-q12
23
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Differential calculus introduction recorded class
Differential calculus introduction recorded class
24