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KULIAH II JST: BASIC CONCEPTS Amer Sharif, S.Si, M.Kom.
Documents KULIAH II JST: BASIC CONCEPTS Amer Sharif, S.Si, M.Kom.

Slide 1KULIAH II JST: BASIC CONCEPTS Amer Sharif, S.Si, M.Kom Slide 2 INTRODUCTION REVIEW Neural Network definition: A massively parallel distributed processor of simple…

Warm up Problem If, find.. The Derivative Function Def. For any function f (x), we can find the derivative function f (x) by:
Documents Warm up Problem If, find.. The Derivative Function Def. For any function f (x), we can find the...

Slide 1Warm up Problem If, find. Slide 2 Slide 3 The Derivative Function Def. For any function f (x), we can find the derivative function f (x) by: Slide 4 Ex. Given the…

1 What Makes An Example Exemplary? Promoting Active Learning Through Seeing Mathematics As A Constructive Activity John Mason Birmingham Sept 2003.
Documents 1 What Makes An Example Exemplary? Promoting Active Learning Through Seeing Mathematics As A...

Slide 1 1 What Makes An Example Exemplary? Promoting Active Learning Through Seeing Mathematics As A Constructive Activity John Mason Birmingham Sept 2003 Slide 2 2 Functions…

Intuition|Difficulties | Rules | Examples Differentiable Functions Seminar „Hands-On Math for Computer Scientists“ Saarbrücken, Feb. 2nd 2005 Daniel Beck,
Documents Intuition|Difficulties | Rules | Examples Differentiable Functions Seminar „Hands-On Math for...

Slide 1 Intuition|Difficulties | Rules | Examples Differentiable Functions Seminar „Hands-On Math for Computer Scientists“ Saarbrücken, Feb. 2nd 2005 Daniel Beck, Sebastian…

Derivative Part 2. Definition The derivative of a function f is another function f ’ (read “f prime”) whose value at any number x is : Provided that this.
Documents Derivative Part 2. Definition The derivative of a function f is another function f ’ (read “f...

Derivative Part 2 Definition The derivative of a function f is another function f ’ (read “f prime”) whose value at any number x is : Provided that this limit exists…

SECTION 3.1 The Derivative and the Tangent Line Problem.
Documents SECTION 3.1 The Derivative and the Tangent Line Problem.

MTH 125 Section 3.1 The Derivative and the Tangent Line Problem Remember what the notion of limits allows us to do . . . Tangency -Here draw the picture on p. 117 moving…

Section 3.1
Documents Section 3.1

MTH 125 Section 3.1 The Derivative and the Tangent Line Problem Remember what the notion of limits allows us to do . . . Tangency -Here draw the picture on p. 117 moving…

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