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Searching for calculus
4
02:50:53
Vectors and the Geometry of Space: The Cross Product
2
26:13
Tetrahedral Numbers: Sum of 'n' Consecutive Triangular Numbers: Proof
6
09:44
Polar Coordinates: Example 7: Cardioid
3
01:52:04
Vectors and the Geometry of Space: The Dot Product
4
14:33
Polar Coordinates: Example 8: Four-Leaved Rose
7
09:54
Polar Coordinates
5
18:10
Polar Coordinates: Symmetry
1
01:22:19
Complex Numbers as Rotation Matrices
4
11:48
Polar Coordinates: Tangents to Polar Curves
4
02:03:49
Vectors and the Geometry of Space: Vectors
3
16:31
Polar Coordinates: Example 9: Cardioid: Part 1: Slope Formula & Trigonometric Algebra
6
10:39
Polar Coordinates: Example 9: Cardioid: Part 2: Question A
2
32:34
Polar Coordinates: Example 9: Cardioid: Part 3: Question B
5
11:55
Polar Coordinates: Example 9: Cardioid: Part 4
4
01:11:11
Vectors and the Geometry of Space: 3D Coordinate Systems
7
15:04
Polar Coordinates: Graphing With Polar Curves with Desmos Calculator
2
10:31:05
Infinite Sequences and Series: Problems Plus
3
14:31
Polar Coordinates: Example 10: Graphing r = sin(8ϴ/5)
5
17:09
Polar Coordinates: Example 11: Limaçons + Cochlea + Archimedean Screw
6
38:07
Polar Coordinates: Example 12: Limaçons Analytical Proof: Part 1: Question A
3
02:57:26
Infinite Sequences and Series: Review and True-False Quiz
16
23:33
Polar Coordinates: Example 12: Limaçons Analytical Proof: Part 2: Question B
1
17:58
Polar Coordinates: Area Formula
9
09:12
Polar Coordinates: Area: Example 1: r = cos 2ϴ
5
18:08
Polar Coordinates: Area: Example 2: Cardioid and Circle
3
13:27
Polar Coordinates: Area Formula: Area Between Two Polar Curves
5
14:10
Parametric Calculus: Example 1: Involute of a Circle
5
31:13
Parametric Calculus: Areas: Example 2: Cow Grazing Area: Method 1
6
14:08
Polar Coordinates: Area: Example 3: Cow Grazing Area: Method 2
2
19:19
Integrals Example: Revisiting Trigonometry Integral from 'Parametric Calculus: Areas: Example 2'
1
17:51
Polar Coordinates: Area: Example 3: Intersection Points
5
09:55
Polar Coordinates: Arc Length Formula
9
06:36
Polar Coordinates: Arc Length: Example 1: Cardioid
6
25:24
Integrals Example: Trigonometric Integral From Cardioid Video
2
23:13
Conic Sections: Parabolas: Definition and Formula
3
06:52
Trigonometric Identity: tan(x +/- y): Proof
1
04:37
Conic Sections: Parabolas: Example 1: y^2 + 10x = 0
5
07:15
Angle Between Two Lines: Formula in terms of Slopes
7
01:18:56
Applied Project: Radiation from the Stars (Blackbody Radiation)
5
19:18
Conic Sections: Parabolas: Example 2: Paraboloid Headlights and Telescopes (Problems Plus)
3
31:53
Conic Sections: Ellipses: Definition and Derivation of Formula (Including Circles)
4
21:12
Conic Sections: Ellipses: Applications: Lithotripsy and Whispering Galleries + Elliptical Artwork
9
32:39
Hyperbolic Functions: Catenary: Formula and Proof
13
14:43
Hyperbolic Functions: Catenary: Example 1: Reverse Proof
7
09:19
Hyperbolic Functions: Catenary: Example 2: Graphing Catenaries
4
09:06
Hyperbolic Functions: Catenary: Example 3: Telephone Lines
2
11:12
Hyperbolic Functions: Asymmetric Catenaries
3
09:47
Integrals Example: Trigonometric Substitution: Integral from Catenary Proof
3
10:19
Hyperbolic Trigonometric Identity: cosh(x+y)
15
04:01
Hyperbolic Trigonometric Identity: cosh(x-y)
4
10:33
Hyperbolic Trigonometric Identity: sinh(x+y)
1
04:10
Hyperbolic Trigonometric Identity: sinh(x-y)
6
04:25
Hyperbolic Trigonometric Identity: cosh(2x) & sinh(2x)
3
05:05
Hyperbolic Trigonometric Identity: cosh(2x) Corollary 1 & 2 Formulas
3
08:43
Hyperbolic Trigonometric Identity: sinh(x/2) + sign function sgn(x)
2
25:25
Hyperbolic Functions: Asymmetric Catenaries: Determining Parameters
2
28:14
Hyperbolic Functions: Catenary: Method Two
1
17:29
Hyperbolic Functions: Graphing cosh(x) - (Revisited)
16:57
Hyperbolic Functions: Graphing sinh(x)
2
33:23
Point-To-Line Distance Formula: Algebraic Proof
5
10:52
Point-To-Line Distance Formula: Geometric Proof #1
5
23:53
Point-To-Line Distance Formula: Alternative Formula
4
11:11
Point-To-Line Distance Formula: Geometric Proof #2
3
45:19
Euclidean Division of Integers: Theorem and Proof
5
52:15
Euclidean Division of Polynomials: Theorem and Proof
2
11:53
Polynomial Remainder Theorem: Proof + Factor Theorem
3
13:48
Polynomial Long Division: (x - a) is a factor of (x^k - a^k) PROOF
14:09
Polynomial Remainder Theorem: Elementary Proof
2
16:35
Polynomial Remainder Theorem: Factor Theorem & Factorization
12:22
Partial Fraction Decomposition: Proof of the Simplest Case: REVISITED
1
11:28
Laboratory Project: Taylor Polynomials: Question 1: Quadratic Approximation
1
05:26:45
Infinite Sequences and Series: Applications of Taylor Polynomials
1
16:02
Laboratory Project: Taylor Polynomials: Question 2: Approximation Accuracy
2
07:09
Laboratory Project: Taylor Polynomials: Question 3: (x - a) Approximation Form
1
16:03
Laboratory Project: Taylor Polynomials: Question 4: Approximating Square Roots
1
18:53
Laboratory Project: Taylor Polynomials: Question 5: Proof
2
17:21
Laboratory Project: Taylor Polynomials: Question 6: Example
2
28:26
Slant Asymptote Lines + Special Case: Rational Functions and Long Division
1
09:29
Slant Asymptote Lines: Example 1: Rational Function
2
13:41
Slant Asymptote Lines: Example 2: Horizontal Hyperbola
2
16:36
Slant Asymptote Lines: Example 3: Vertical Hyperbola
2
11:41
Conic Sections: Hyperbolas: Example 1
2
37:56
Conic Sections: Hyperbola: Definition and Formula
10:43
Shifted Conics: Ellipses (and Circles)
2
09:31
Conic Sections: Hyperbolas: Example 2: Vertical Hyperbola
2
09:25
Shifted Conics: Parabolas
1
12:34
Shifted Conics: Hyperbolas
16
49:09
Laboratory Project: An Elusive Limit
5
03:08:08
Infinite Sequences and Series: Kummer’s Test, Raabe’s Test, and Convergence of Binomial Series
08:54
Shifted Conics: Example 1: Parabola
4
07:26
Shifted Conics: Example 2: Horizontal Parabola
5
02:08:57
Infinite Sequences and Series: Multiplication and Division of Power Series
3
13:34
Shifted Conics: Example 3: Ellipse
4
32:08
Shifted Conics: Example 4: Hyperbola
2
20:10
Conics in Polar Coordinates: Unified Theorem for Conic Sections
1
22:00
Conics in Polar Coordinates: Variations in Polar Equations Theorem
1
08:05
Conics in Polar Coordinates: Unified Theorem: Parabola Proof
2
44:12
Conics in Polar Coordinates: Unified Theorem: Ellipse Proof
2
27:38
Conics in Polar Coordinates: Unified Theorem: Hyperbola Proof
3
06:42
Conics in Polar Coordinates: Example 1: Parabola
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