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Lecturio - Calculus USMLE - Medbay
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Lecturio - Calculus USMLE - Medbay

01. Calculus Methods Gradients and First Principles/01. Calculus Introduction.mp424.74 MiB
01. Calculus Methods Gradients and First Principles/02. Gradients of Straight and Curved Lines.mp427.61 MiB
01. Calculus Methods Gradients and First Principles/05. Gradients and First Principles Exercise 1.mp433.98 MiB
01. Calculus Methods Gradients and First Principles/06. Gradients and First Principles Exercise 2.mp421.27 MiB
01. Calculus Methods Gradients and First Principles/07. Gradients and First Principles Exercise 3.mp416.62 MiB
02. Calculus Methods Differentiation/01. Differentiation Basics.mp415.73 MiB
02. Calculus Methods Differentiation/02. Differentiation Method.mp442.79 MiB
02. Calculus Methods Differentiation/03. Gradients of Tangents and Normals.mp432.44 MiB
02. Calculus Methods Differentiation/04. Equations of Tangents and Lines.mp420.91 MiB
02. Calculus Methods Differentiation/05. Gradient of a Point on a Curve.mp434.27 MiB
02. Calculus Methods Differentiation/06. Gradient of a Curve Summary.mp417.39 MiB
03. Quotient Rule, Chain Rule and Product Rule/01. Differentiation Principles, Techniques and Applications.mp413.14 MiB
03. Quotient Rule, Chain Rule and Product Rule/02. Chain Rule.mp441.4 MiB
03. Quotient Rule, Chain Rule and Product Rule/03. Chain Rule Proof.mp418 MiB
03. Quotient Rule, Chain Rule and Product Rule/04. Chain Rule Alternate Method.mp416.29 MiB
03. Quotient Rule, Chain Rule and Product Rule/05. Product Rule.mp441.53 MiB
03. Quotient Rule, Chain Rule and Product Rule/06. Product Rule Proof.mp438.93 MiB
03. Quotient Rule, Chain Rule and Product Rule/07. Product Rule Example.mp420.78 MiB
03. Quotient Rule, Chain Rule and Product Rule/08. Quotient Rule.mp433.19 MiB
03. Quotient Rule, Chain Rule and Product Rule/10. Chain, Product and Quotient Rule Summary.mp416.87 MiB
03. Quotient Rule, Chain Rule and Product Rule/11. Chain, Product and Quotient Rule Examples.mp445.05 MiB
03. Quotient Rule, Chain Rule and Product Rule/12. Chain, Product and Quotient Rule Exercise 1.mp45.25 MiB
03. Quotient Rule, Chain Rule and Product Rule/13. Chain, Product and Quotient Rule Exercise 2.mp410.01 MiB
03. Quotient Rule, Chain Rule and Product Rule/14. Chain, Product and Quotient Rule Exercise 3.mp413.64 MiB
03. Quotient Rule, Chain Rule and Product Rule/15. Chain, Product and Quotient Rule Exercise 4.mp423.62 MiB
03. Quotient Rule, Chain Rule and Product Rule/16. Chain, Product and Quotient Rule Exercise 5.mp421.98 MiB
04. Differentiation of Trigonometric Functions/01. Standard Derivatives of Trigonometric Functions.mp417.75 MiB
04. Differentiation of Trigonometric Functions/02. Trigonometric Identities.mp447.78 MiB
04. Differentiation of Trigonometric Functions/03. Derivative of sin(x).mp425.16 MiB
04. Differentiation of Trigonometric Functions/04. Derivative of cos(x).mp418.68 MiB
04. Differentiation of Trigonometric Functions/05. Derivative of tan(x).mp435.24 MiB
04. Differentiation of Trigonometric Functions/06. Differentiation of Trigonometric Functions Examples.mp419.52 MiB
04. Differentiation of Trigonometric Functions/07. Differentiating Trigonometric Functions.mp434.96 MiB
04. Differentiation of Trigonometric Functions/08. Differentiation of Trigonometric Functions Exercise 1.mp47.54 MiB
04. Differentiation of Trigonometric Functions/09. Differentiation of Trigonometric Functions Exercise 2.mp414.15 MiB
04. Differentiation of Trigonometric Functions/09. Differentiation of Trigonometric Functions Exercise 3.mp49.51 MiB
04. Differentiation of Trigonometric Functions/10. Differentiation of Trigonometric Functions Exercise 4.mp418.55 MiB
05. Differentiation of Exponential and Logarithmic Functions/02. Logarithm Rules.mp47.8 MiB
05. Differentiation of Exponential and Logarithmic Functions/03. Proof of Log Properties Rule 1.mp417.63 MiB
05. Differentiation of Exponential and Logarithmic Functions/04. Proof of Log Properties Rule 2.mp48.02 MiB
05. Differentiation of Exponential and Logarithmic Functions/05. Proof of Log Properties Rule 3.mp47.15 MiB
05. Differentiation of Exponential and Logarithmic Functions/06. Differentiation of Logs Example.mp413.99 MiB
05. Differentiation of Exponential and Logarithmic Functions/07. Differentiation of Exponentials and Logs Exercise 1.mp48.12 MiB
05. Differentiation of Exponential and Logarithmic Functions/08. Differentiation of Exponentials and Logs Exercise 2.mp49.05 MiB
05. Differentiation of Exponential and Logarithmic Functions/09. Differentiation of Exponentials and Logs Exercise 3.mp47.99 MiB
05. Differentiation of Exponential and Logarithmic Functions/10. Differentiation of Exponentials and Logs Exercise 4.mp423.37 MiB
06. Implicit Differentiation/01. Implicit Differentiation Example 1.mp472.39 MiB
06. Implicit Differentiation/02. Implicit Differentiation Example 2.mp439.97 MiB
06. Implicit Differentiation/04. Implicit Differentiation Exercise 1.mp49.17 MiB
06. Implicit Differentiation/05. Implicit Differentiation Exercise 2.mp413.89 MiB
06. Implicit Differentiation/06. Implicit Differentiation Exercise 3.mp49.09 MiB
06. Implicit Differentiation/07. Implicit Differentiation Exercise 4.mp427.63 MiB
07. Parametric Differentiation/01. Parametric Differentiation Introduction.mp416.5 MiB
07. Parametric Differentiation/02. Parametric Differentiation Example.mp446.78 MiB
07. Parametric Differentiation/03. Parametric Differentiation Summary.mp420.5 MiB
07. Parametric Differentiation/04. Parametric Differentiation Example 1.mp465.53 MiB
07. Parametric Differentiation/05. Parametric Differentiation Example 2.mp447.08 MiB
07. Parametric Differentiation/06. Parametric Differentiation Exercise 1.mp48.53 MiB
07. Parametric Differentiation/07. Parametric Differentiation Exercise 2.mp410.71 MiB
07. Parametric Differentiation/08. Parametric Differentiation Exercise 3.mp417.16 MiB
07. Parametric Differentiation/09. Parametric Differentiation Exercise 4 (1).mp416.02 MiB
07. Parametric Differentiation/10. Parametric Differentiation Exercise 4 (2).mp416.93 MiB
07. Parametric Differentiation/11. Parametric Differentiation Exercise 5.mp430.91 MiB
08. Differentiation of Inverse Functions/01. Differentiation of Inverse Functions Example 1.mp432.77 MiB
08. Differentiation of Inverse Functions/02. Differentiation of Inverse Functions Example 2.mp421.03 MiB
08. Differentiation of Inverse Functions/03. Differentiation of Inverse Functions Example 3.mp410.7 MiB
08. Differentiation of Inverse Functions/04. Differentiation of Inverse Functions Example 4.mp414.7 MiB
08. Differentiation of Inverse Functions/05. Inverse Differentiation Exercise 1.mp423.35 MiB
08. Differentiation of Inverse Functions/06. Inverse Differentiation Exercise 2.mp412.96 MiB
08. Differentiation of Inverse Functions/07. Inverse Differentiation Exercise 3.mp416.34 MiB
09. Stationary Points/01. Finding Stationary Points.mp444.02 MiB
09. Stationary Points/02. Second Derivatives.mp428.44 MiB
09. Stationary Points/03. Stationary Points Example 1.mp418.22 MiB
09. Stationary Points/04. Stationary Points Example 2.mp428.07 MiB
09. Stationary Points/05. Stationary Points Example 3.mp442.04 MiB
09. Stationary Points/06. Stationary Points Exercise 1.mp412.81 MiB
09. Stationary Points/07. Stationary Points Exercise 2.mp426.69 MiB
09. Stationary Points/08. Stationary Points Exercise 3.mp449.55 MiB
09. Stationary Points/09. Stationary Points Exercise 4.mp471.47 MiB
10. Basic Integration/01. Trapezium Rule Introduction.mp471.19 MiB
10. Basic Integration/02. Trapezium Rule Example.mp446.49 MiB
10. Basic Integration/03. Integration Method.mp433.77 MiB
10. Basic Integration/04. Integration Method Example 1.mp422.66 MiB
10. Basic Integration/05. Integration Method Example 2.mp431.49 MiB
10. Basic Integration/06. Basic Integration Exercise 1.mp49.7 MiB
10. Basic Integration/07. Basic Integration Exercise 2.mp46.9 MiB
10. Basic Integration/08. Basic Integration Exercise 3.mp444.77 MiB
11. Advanced Integration/01. Table of Integrals and Derivatives.mp421.73 MiB
11. Advanced Integration/02. Integral Examples 1.mp428.78 MiB
11. Advanced Integration/03. Integral Examples 2.mp443.86 MiB
11. Advanced Integration/04. Integration by Substitution.mp430.12 MiB
11. Advanced Integration/05. Integration by Substitution Examples.mp445.16 MiB
11. Advanced Integration/06. Integration by Parts Example 1.mp449.47 MiB
11. Advanced Integration/07. Integration by Parts Example 2.mp423.88 MiB
11. Advanced Integration/08. Integration Exercise 1.mp419.74 MiB
11. Advanced Integration/09. Integration Exercise 2.mp415.77 MiB
11. Advanced Integration/10. Integration Exercise 3.mp426.07 MiB
12. Calculation Methods Exercises/01. Mathematics in Medicine Introduction.mp416.71 MiB
12. Calculation Methods Exercises/02. Mathematics in Medicine Exercise 1.mp443.06 MiB
12. Calculation Methods Exercises/03. Mathematics in Medicine Exercise 2.mp440.95 MiB
12. Calculation Methods Exercises/04. Mathematics in Medicine Exercise 3.mp466.35 MiB