CALCULAS VIDEO TUTORIAL PART 02 WITH AWSM MATH TRIC BOOK BY QuR iSh

CALCULAS VIDEO TUTORIAL PART 02 WITH AWSM MATH TRIC BOOK BY QuR iSh

Name	CALCULAS VIDEO TUTORIAL PART 02 WITH AWSM MATH TRIC BOOK BY {{QuR@iSh}}	DOWNLOAD Copy Link
Total Size	1.7 GB
Total Files	87
Hash	C44B5BEEA47FF25B0C24719393F3A2E91BFB8EFD

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Introduction to the Surface Integral.mp4	63.3 MB
Inflection Points and Concavity Intuition.mp4	47.3 MB
Integrals Trig Substitution 3 (long problem).mp4	44.4 MB
Introduction to the Line Integral.mp4	43.9 MB
Optimization with Calculus 3.mp4	42.9 MB
Path Independence for Line Integrals.mp4	40.7 MB
Mean Value Theorem.mp4	40.7 MB
Implicit Differentiation.mp4	39.2 MB
Introduction to Parametrizing a Surface with Two Parameters.mp4	38.6 MB
Scalar Field Line Integral Independent of Path Direction.mp4	37.8 MB
Introduction to rate-of-change problems.mp4	34.7 MB
Limit Examples w brain malfunction on first prob (part 4).mp4	34.7 MB
Line Integrals and Vector Fields.mp4	34.1 MB
Indefinite Integration (part V).mp4	33.0 MB
Proofs of Derivatives of Ln(x) and e^x.mp4	32.2 MB
More Limits.mp4	31.5 MB
Indefinite Integration (part 7).mp4	30.5 MB
Line Integral Example 1.mp4	30.5 MB
Optimization with Calculus 2.mp4	29.9 MB
More implicit differentiation.mp4	28.0 MB
Partial Derivatives.mp4	27.2 MB
Line Integral Example 2 (part 1).mp4	26.7 MB
Limit Examples (part 1).mp4	26.7 MB
Ladder rate-of-change problem.mp4	26.6 MB
Implicit Differentiation (part 2).mp4	26.2 MB
Proof lim (sin x)x.mp4	26.0 MB
Indefinite Integration (part III).mp4	26.0 MB
Partial Derivatives 2.mp4	25.5 MB
Polynomial approximation of functions (part 7).mp4	25.4 MB
Introduction to definite integrals.mp4	25.3 MB
Polynomial approximation of functions (part 2).mp4	25.0 MB
Polynomial approximation of functions (part 4).mp4	24.9 MB
Optimization Example 4.mp4	24.8 MB
Proof ddx(ln x) = 1x.mp4	24.8 MB
More chain rule and implicit differentiation intuition.mp4	24.7 MB
Optimization with Calculus 1.mp4	24.5 MB
Polynomial approximation of functions (part 6).mp4	24.2 MB
Polynomial approximation of functions (part 1).mp4	24.1 MB
Integration by Parts (part 6 of Indefinite Integration).mp4	24.0 MB
Indefinite Integration (part IV).mp4	23.9 MB
Polynomial approximations of functions (part 5).mp4	23.4 MB
Line Integral Example 2 (part 2).mp4	22.8 MB
Second Example of Line Integral of Conservative Vector Field.mp4	22.6 MB
Monotonicity Theorem.mp4	22.3 MB
Maxima Minima Slope Intuition.mp4	20.9 MB
Indefinite integrals (part II).mp4	20.8 MB
Limit Examples (part 2).mp4	19.8 MB
Partial Derivatives of Vector-Valued Functions.mp4	19.7 MB
Introduction to L'Hopital's Rule.mp4	18.7 MB
Introduction to differential equations.mp4	18.5 MB
Proof ddx(x^n).mp4	17.3 MB
Integrals Trig Substitution 2.mp4	17.2 MB
Integrals Trig Substitution 1.mp4	16.1 MB
Parametrization of a Reverse Path.mp4	14.1 MB
Rates-of-change (part 2).mp4	13.7 MB
L'Hopital's Rule Example 3.mp4	13.1 MB
Proof ddx(sqrt(x)).mp4	12.9 MB
Position Vector Valued Functions.mp4	12.9 MB
L'Hopital's Rule Example 1.mp4	12.3 MB
Proof ddx(e^x) = e^x.mp4	11.3 MB
Introduction to Limits.mp4	10.0 MB
Limit Examples (part3).mp4	9.3 MB
L'Hopital's Rule Example 2.mp4	7.9 MB
/Mathmatics/
101 Shortcuts in Math.pdf	16.6 MB
the-beauty-of-mathematics.pps	964.1 KB
AllFormulaeMaths.pdf	215.5 KB
/Mathmatics/Math tricks/
Thumbs.db	24.6 KB
[Neo]lesson7.pdf	24.2 KB
[Neo]lesson1ur20.pdf	23.9 KB
[Neo]lesson8.pdf	20.4 KB
[Neo]lesson11.pdf	19.9 KB
[Neo]lesson10.pdf	19.6 KB
[Neo]lesson6.pdf	16.9 KB
[Neo]lesson9.pdf	16.2 KB
[Neo]lesson17.pdf	16.0 KB
[Neo]lesson12.pdf	14.4 KB
[Neo]lesson4.pdf	14.4 KB
[Neo]lesson14.pdf	13.5 KB
[Neo]lesson5.pdf	13.1 KB
[Neo]lesson15.pdf	13.0 KB
[Neo]lesson2.pdf	12.7 KB
[Neo]lesson20.pdf	11.8 KB
[Neo]lesson13.pdf	10.8 KB
[Neo]lesson18.pdf	10.4 KB
[Neo]lesson3.pdf	10.0 KB
[Neo]lesson19.pdf	9.0 KB
[Neo]lesson16.pdf	8.8 KB
Total files 87