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73 videos • 85 views • by Let's Learn, Nemo!
1
(MAx01a) An Overview of Relations
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2
(MAx01b) An Overview of Functions
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3
(MAx01c) Overview of Domain & Range (Graphical)
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4
(MAx01d) The Horizontal and Vertical Intercepts
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5
(MAx01e) Axis & Origin Symmetry
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6
(MAx02a) Overview of Basic Elementary Functions
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7
(MAx02b) Transformations of Functions (Pt. 1)
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8
(MAx02c) Transformations of Functions (Pt. 2)
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9
(MAx02d) Transformations of Functions (Pt. 3)
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10
(MAx03) Piecewise Functions
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11
(MAx04a) Slope between Points
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12
(MAx04b) Horizontal and Vertical Lines
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13
(MAx04c) Solving Linear Equations
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14
(MAx04d) Linear Functions (Pt. 1)
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15
(MAx04e) Linear Functions (Pt. 2)
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16
(MAx04f) Proof of Perpendicular Line Theorem
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17
(MAx04g) Parallel and Perpendicular Lines
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18
(MAx05a) Solving Linear Inequalities
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19
(MAx05b) Average Rates of Change
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20
(MAx05c) Applications of Linear Functions
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21
(SCx01) Integral Calculus in Desmos
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22
(DEx06a) Picard Iteration Method (Pt. 1)
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23
(DEx06b) Picard Iteration Method (Pt. 2)
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24
(MFx01) An Introduction to Desmos
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25
(MAx13a) Sums, Differences, and Products of Functions
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26
(MAx13b) Composition of Functions
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27
(SCx25a) Area Between Curves
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28
(SCx25b) Area of a Circle Proof
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29
(SCx25c) Arc Lengths of Curves
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30
(SCx25d) Circumference of a Circle Proof
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31
(SCx28a) Solids of Revolution (Pt. 1)
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32
(SCx28b) Solids of Revolution (Pt. 2)
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33
(SCx28c) Solids of Revolution (Pt. 3)
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34
(SCx28d) Solids with Special Cross Sections
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35
(MAx13c) Long Division of Polynomials
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36
(MAx13d) Synthetic Division of Polynomials
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37
(MAx13e) Evaluating Polynomials w/ Synthetic Division
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38
(SCx22c) Trigonometric Reduction Techniques
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39
(SCx31) Elementary Primitives
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40
(SCx23a) Integration by Trig. Substitution (Pt. 1)
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41
(SCx23b) Integration by Trig. Substitution (Pt. 2)
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42
(SCx23c) The Weierstrass Substitution
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43
(SCx22a) Improper Integrals (Pt. 1)
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44
(SCx22b) Improper Integrals (Pt. 2)
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45
(SCx22c) Principle Values of Improper Integrals
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46
(SCx32a) The Gamma Function
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47
(SCx32b) The Beta Function
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48
(SCx40b) Somos' Quadratic Recurrence Constant
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49
(SCx38d) Catalan's Constant
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50
(SCx38a) The Riemann-Zeta Function
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51
(SCx38b) Variants of Riemann-Zeta Values
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52
(SCx38c) The Dirichlet-Eta Function
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53
(PSx02c) Measures of Variation
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54
(PSx02b) Measures of Position
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55
(PSx02a) Measures of Central Tendency
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56
(PSx12) The Bernoulli, Uniform, and Geometric PMF's
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57
(PSx13) The Binomial and Poisson PMF's
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58
(PSx14) The Hypergeometric, Negative-Binomial, and Multinomial PMF's
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59
(SCx36g) Infinite Products
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60
(SCx36b) The Euler-Cotes Theorem
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61
(SCx36a) Review of Power Series
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62
(SCx36f) Evaluating Integrals with Taylor Series
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63
(SCx36d) Radius of Convergence (Pt. 2)
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64
(SCx36c) Radius of Convergence (Pt. 1)
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65
(SCx36e) Approximating Integrals with Taylor Series
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66
(MCx99) The INFAMOUS Gaussian Integral
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67
(SCx29) Integral Applications to Economics
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68
(SCx30a) Arclength of Parametric Curves
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69
(SCx30b) Arclength of Polar Curves
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70
(SCx30c) Polar Integration Interpretation
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71
[Outdated Version] (PS10) Probability Mass Functions
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72
{replaced with newer version} (LA01) What is a Vector?
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73
{replaced with newer version} (IS35) Time-Series Fundamentals
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