Verwandte Themen
Der Kurs enthält
- 7 Std. 45 Min. Video
- 52 Lektionen
- Niveau: Mittelstufe
- Sprache: English
- Wir merken uns, wo du warst
- Komplett kostenlos, ohne Karte
Lektionen
6 Abschnitte · 52 Lektionen · 7 Std. 45 Min. Gesamtlänge
Lektionen 1–1010 Lektionen · 1 Std. 32 Min.
- Welcome to Calculus II9 Min.
- Intro to Integration By Parts --- Examples: ∫xsinxdx & ∫arctan(x)dx10 Min.
- Two Tricky Integration By Parts Examples9 Min.
- Trigonometric Integrals --- ∫sin^n(x)cos^m(x)dx via Pythagorean or Half-Angle Identities8 Min.
- Intro to Trigonometric Substitution --- Ex: Deriving Area of Circle Formula7 Min.
- Trig Subs | How To Choose The Substitution & Deal With Indefinite Integrals8 Min.
- Deconstructing a messy integral | Trig subs & u-subs combined12 Min.
- Integration by Partial Fractions | Big Idea + First Example10 Min.
- Partial Fractions | Repeating and irreducible Quadratic Terms10 Min.
- Choosing what integration methods to use - Part I9 Min.
Lektionen 11–2010 Lektionen · 1 Std. 42 Min.
- Choosing what integration methods to use - Challenging Example!9 Min.
- MATH PROF vs TRICKY INTEGRALS24 Min.
- Improper Integrals: How to Integrate with Infinities, 2 ways!9 Min.
- Comparison Test for Improper Integrals8 Min.
- Arclength Formula | Derivation & Ex: Circumference of a Circle10 Min.
- Area of Surfaces of Revolution | Derivation & Example8 Min.
- Infinite Surface Area but Finite Volume!?!? *Gabriel's Horn*5 Min.
- Intro to Sequences4 Min.
- Limits of Sequences, Limit laws & Function Representations8 Min.
- The Hierarchy of Big Functions || n^n greater than n! greater than e^n greater than n^10016 Min.
Lektionen 21–3010 Lektionen · 1 Std. 13 Min.
- Intro to Series: What is 1/2+1/4+1/8+1/16+...?6 Min.
- Geometric Series | Convergence, Derivation, and Example6 Min.
- Harmonic Series | It diverges, but insanely slowly!5 Min.
- Integral Test | Derivation & 1st Example9 Min.
- Estimating the Remainder of a Series Approximation via the Integral Test9 Min.
- Comparison Test for Series5 Min.
- Limit Comparison Test for Series5 Min.
- Alternating Series Test | Intuition, Statement & Example5 Min.
- Alternating Series | Estimating the Remainder6 Min.
- The bizarre world of INFINITE rearrangements // Riemann Series Theorem18 Min.
Lektionen 31–4010 Lektionen · 1 Std. 20 Min.
- Absolute Convergence vs Conditional Convergence vs Convergence4 Min.
- Ratio & Root Tests | Geometric Series Generalized9 Min.
- Choosing Which Convergence Test to Apply to 8 Series12 Min.
- Solving Inequalities with Absolute Values: Ex |x-2| less than 35 Min.
- Power Series & Intervals of Convergence9 Min.
- Intro to Taylor Series: Approximations on Steroids13 Min.
- 3 Applications of Taylor Series: Integrals, Limits, & Series7 Min.
- Why Taylor Series actually work: The Taylor Inequality10 Min.
- Plotting Parametric Curves5 Min.
- Tangents to Parametric Curves | Multiple tangents at the same point!!6 Min.
Lektionen 41–5010 Lektionen · 1 Std. 28 Min.
- Area under a Parametric Curve | Formula, Derivation, & Example6 Min.
- Arclength of Parametric Curves6 Min.
- Intro to Polar Coordinates11 Min.
- Sketching Polar Curves9 Min.
- Areas in Polar Coordinates5 Min.
- Example: Area Inside Polar Curves6 Min.
- Why Exponential Growth?? Intro to Separable Differential Equations10 Min.
- Defining the Natural Logarithm as an Integral?!?!?12 Min.
- Intro to COMPLEX NUMBERS // Motivation, Algebraic Definition & Fundamental Theorem of Algebra Ep. 112 Min.
- The geometric view of COMPLEX NUMBERS10 Min.
Lektionen 51–522 Lektionen · 31 Min.
Was du brauchst
- Grundlagen helfen: der Kurs setzt hinter den Basics an.
Beschreibung
This is the playlist for a full Calculus II course taught by Dr. Trefor Bazett. It will cover: 1) Integration Methods (Integration by Parts, Trigonometric Integrals, Trig subs) 2) Improper Integrals 3) Arclength and Surface Area of revolution 4) Sequence and Series (Power Series, Taylor Series, Convergence tests) 5) Vectors and Planes
Für wen dieser Kurs ist
- Alle, die die Grundlagen von Wissenschaft kennen.
Diese beiden Punkte sind unsere Einschätzung aus dem Niveau. Die Beschreibung stammt vom Autor.