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Title [FreeCourseLab.com] Udemy - Become a Calculus 1 Master
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[FreeCourseLab.com].url 126B
1.1 Calculus 1.Final Exam.pdf.pdf 661.31KB
1.2 Calculus 1.Final Exam.Solutions.pdf.pdf 1.87MB
1. Calculus 1 final exam.html 919B
1. Hi! START HERE Course overview.mp4 11.51MB
1. Hi! START HERE Course overview.vtt 1.78KB
1. Introduction to applied optimization.html 151B
1. Introduction to chain rule.html 151B
1. Introduction to combinations and composites.html 151B
1. Introduction to continuity.html 151B
1. Introduction to definition of the derivative.html 151B
1. Introduction to derivative rules.html 151B
1. Introduction to derivatives of ln(x) and e^x.html 151B
1. Introduction to derivatives of trig functions.html 151B
1. Introduction to derivative theorems.html 151B
1. Introduction to economics.html 140B
1. Introduction to exponential growth and decay.html 151B
1. Introduction to formal definition of the limit.html 162B
1. Introduction to functions.html 151B
1. Introduction to graphing functions.html 151B
1. Introduction to idea of the limit.html 140B
1. Introduction to implicit differentiation.html 151B
1. Introduction to intermediate value theorem.html 151B
1. Introduction to inverse functions and logarithms.html 151B
1. Introduction to linear approximation.html 151B
1. Introduction to modifying functions.html 151B
1. Introduction to optimization.html 151B
1. Introduction to other functions and trigonometry.html 151B
1. Introduction to physics.html 151B
1. Introduction to related rates.html 151B
1. Introduction to sketching graphs.html 151B
1. Introduction to solving limits.html 151B
1. Introduction to squeeze theorem.html 151B
1. Introduction to tangent and normal lines.html 151B
10.1 Horizontal and vertical tangent lines and differentiability.pdf.pdf 769.90KB
10.1 Implicit differentiation second derivatives.pdf.pdf 1.57MB
10.1 Workbook.definition of the derivative.pdf.pdf 1.08MB
10.1 Workbook.definition of the derivative.solutions.pdf.pdf 1.13MB
10.1 Workbook.intermediate value theorem.solutions.pdf.pdf 1.84MB
10.1 Workbook.linear approximation and linearization.pdf.pdf 1.10MB
10.1 Workbook.linear approximation and linearization.solutions.pdf.pdf 1.18MB
10.2 Workbook.definition of the derivative.pdf.pdf 1.08MB
10.2 Workbook.definition of the derivative.solutions.pdf.pdf 1.13MB
10.2 Workbook.intermediate value theorem.pdf.pdf 1.09MB
10.2 Workbook.linear approximation and linearization.pdf.pdf 1.10MB
10.2 Workbook.linear approximation and linearization.solutions.pdf.pdf 1.18MB
10. BONUS! Extra practice problems. ).html 652B
10. BONUS! Extra practice problems. ).html 652B
10. BONUS! Extra practice problems. ).html 652B
10. Chain rule with quotient rule.mp4 12.91MB
10. Chain rule with quotient rule.vtt 8.38KB
10. Domain and range from a graph.mp4 6.32MB
10. Domain and range from a graph.vtt 5.37KB
10. Equation of a line in point-slope form.mp4 13.90MB
10. Equation of a line in point-slope form.vtt 10.75KB
10. First derivative test.html 115B
10. Horizontal and vertical tangent lines and differentiability.html 786B
10. Infiniteessential discontinuities.html 115B
10. Inverse trigonometric derivatives.html 115B
10. Laws of logarithms.mp4 6.12MB
10. Laws of logarithms.vtt 5.27KB
10. Logarithmic differentiation.mp4 6.66MB
10. Logarithmic differentiation.vtt 9.51KB
10. Long division of polynomials.mp4 7.51MB
10. Long division of polynomials.vtt 5.62KB
10. Newton's method.mp4 9.62MB
10. Newton's method.vtt 12.61KB
10. Power rule for fractional powers or radicals.html 115B
10. Precise definition of the limit.html 115B
10. Sales decline.mp4 7.00MB
10. Sales decline.vtt 7.97KB
10. Second derivatives.html 1.54KB
10. Sketching graphs.html 115B
10. Solving with conjugate method.mp4 5.39MB
10. Solving with conjugate method.vtt 9.40KB
10. Time when velocity is minimum.mp4 4.46MB
10. Time when velocity is minimum.vtt 8.49KB
10. Vertical motion, coin dropped from the roof.mp4 26.16MB
10. Vertical motion, coin dropped from the roof.vtt 13.03KB
10. Water level in the tank.html 115B
11.1 Extrema on a closed interval.pdf.pdf 1.66MB
11.1 Hyperbolic derivatives.pdf.pdf 878.10KB
11.1 Product rule two functions.pdf.pdf 634.07KB
11. Chain rule with quotient rule.html 115B
11. Concavity.mp4 6.93MB
11. Concavity.vtt 10.26KB
11. Dimensions that maximize the volume of a box.mp4 11.71MB
11. Dimensions that maximize the volume of a box.vtt 13.55KB
11. Domain and range from a graph.html 115B
11. Endpoint discontinuities.html 115B
11. Equation of a line in point-slope form.html 114B
11. Extrema on a closed interval.html 1.01KB
11. Horizontal and vertical tangent lines and differentiability.mp4 14.75MB
11. Horizontal and vertical tangent lines and differentiability.vtt 20.12KB
11. Hyperbolic derivatives.html 786B
11. Laws of logarithms.html 115B
11. Logarithmic differentiation, example 2.mp4 8.48MB
11. Logarithmic differentiation, example 2.vtt 11.38KB
11. Long division of polynomials.html 115B
11. Newton's method.html 115B
11. Observer and the airplane.mp4 12.21MB
11. Observer and the airplane.vtt 13.74KB
11. Precise definition of the limit, finding delta.mp4 10.09MB
11. Precise definition of the limit, finding delta.vtt 7.32KB
11. Product rule, two functions.html 524B
11. Sales decline.html 115B
11. Second derivatives.mp4 11.80MB
11. Second derivatives.vtt 10.19KB
11. Solving with conjugate method.html 115B
11. Vertical motion, coin dropped from the roof.html 115B
12.1 Chain rule with trig functions.pdf.pdf 401.71KB
12.1 Infinite limits vertical asymptotes.pdf.pdf 957.22KB
12.1 Lhospitals rule.pdf.pdf 635.12KB
12.1 Workbook.continuity.solutions.pdf.pdf 3.66MB
12.1 Workbook.exponential growth and decay.pdf.pdf 1.07MB
12.1 Workbook.exponential growth and decay.solutions.pdf.pdf 1.12MB
12.1 Workbook.inverse functions and logarithms.solutions.pdf.pdf 2.62MB
12.1 Workbook.physics.pdf.pdf 1.08MB
12.1 Workbook.physics.solutions.pdf.pdf 1.14MB
12.2 Workbook.continuity.pdf.pdf 1.88MB
12.2 Workbook.exponential growth and decay.pdf.pdf 1.07MB
12.2 Workbook.exponential growth and decay.solutions.pdf.pdf 1.12MB
12.2 Workbook.inverse functions and logarithms.pdf.pdf 1.62MB
12.2 Workbook.physics.pdf.pdf 1.08MB
12.2 Workbook.physics.solutions.pdf.pdf 1.14MB
12. BONUS! Extra practice problems. ).html 652B
12. BONUS! Extra practice problems. ).html 652B
12. BONUS! Extra practice problems. ).html 652B
12. BONUS! Extra practice problems. ).html 650B
12. Chain rule with trig functions.html 786B
12. Concavity.html 115B
12. Dimensions that minimize the surface area of an open top box.mp4 13.29MB
12. Dimensions that minimize the surface area of an open top box.vtt 14.80KB
12. Equation of a line in slope-intercept form.html 786B
12. Even, odd, or neither.mp4 6.26MB
12. Even, odd, or neither.vtt 4.96KB
12. Extrema on a closed interval.mp4 12.69MB
12. Extrema on a closed interval.vtt 19.14KB
12. Horizontal and vertical tangent lines and differentiability.html 115B
12. Hyperbolic derivatives.mp4 4.27MB
12. Hyperbolic derivatives.vtt 5.99KB
12. Infinite limits (vertical asymptotes).html 786B
12. L'Hospital's rule.html 524B
12. Logarithmic differentiation.html 115B
12. Observer and the airplane.html 115B
12. Precise definition of the limit, finding delta.html 115B
12. Product rule, two functions.mp4 10.38MB
12. Product rule, two functions.vtt 13.63KB
12. Second derivatives.html 115B
12. Unit circle.mp4 27.84MB
12. Unit circle.vtt 24.12KB
13.1 Normal lines.pdf.pdf 870.34KB
13.1 Workbook.formal definition of the limit.pdf.pdf 1.81MB
13.1 Workbook.formal definition of the limit.solutions.pdf.pdf 2.22MB
13.1 Workbook.implicit differentiation.pdf.pdf 1.08MB
13.1 Workbook.implicit differentiation.solutions.pdf.pdf 1.13MB
13.1 Workbook.other functions and trigonometry.pdf.pdf 1.09MB
13.1 Workbook.other functions and trigonometry.solutions.pdf.pdf 3.50MB
13.2 Workbook.formal definition of the limit.pdf.pdf 1.81MB
13.2 Workbook.formal definition of the limit.solutions.pdf.pdf 2.22MB
13.2 Workbook.implicit differentiation.pdf.pdf 1.08MB
13.2 Workbook.implicit differentiation.solutions.pdf.pdf 1.13MB
13.2 Workbook.other functions and trigonometry.pdf.pdf 1.09MB
13.2 Workbook.other functions and trigonometry.solutions.pdf.pdf 3.51MB
13. BONUS! Extra practice problems. ).html 652B
13. BONUS! Extra practice problems. ).html 650B
13. BONUS! Extra practice problems. ).html 652B
13. Chain rule with trig functions.mp4 8.81MB
13. Chain rule with trig functions.vtt 7.13KB
13. Derivative of x^x.mp4 7.77MB
13. Derivative of x^x.vtt 8.73KB
13. Equation of a line in slope-intercept form.mp4 11.06MB
13. Equation of a line in slope-intercept form.vtt 7.99KB
13. Even, odd, or neither.html 115B
13. Extrema on a closed interval.html 115B
13. Hyperbolic derivatives.html 115B
13. Infinite limits (vertical asymptotes).mp4 12.41MB
13. Infinite limits (vertical asymptotes).vtt 8.62KB
13. L'Hospital's rule.mp4 2.16MB
13. L'Hospital's rule.vtt 4.47KB
13. Ladder sliding down the wall.mp4 7.63MB
13. Ladder sliding down the wall.vtt 9.24KB
13. Normal lines.html 420B
13. Product rule, two functions.html 115B
13. Second derivative test.mp4 3.39MB
13. Second derivative test.vtt 5.59KB
13. Width that minimizes the surface area of an open top box.mp4 13.30MB
13. Width that minimizes the surface area of an open top box.vtt 15.04KB
14.1 Inverse hyperbolic derivatives.pdf.pdf 1.10MB
14.1 Product rule three or more functions.pdf.pdf 1.33MB
14.1 Workbook.derivatives of ln(x) and e^x.pdf.pdf 1.09MB
14.1 Workbook.derivatives of ln(x) and e^x.solutions.pdf.pdf 1.15MB
14.2 Workbook.derivatives of ln(x) and e^x.pdf.pdf 1.09MB
14.2 Workbook.derivatives of ln(x) and e^x.solutions.pdf.pdf 1.15MB
14. BONUS! Extra practice problems. ).html 652B
14. Chain rule with trig functions.html 115B
14. Classifying functions.html 115B
14. Dimensions that maximize the volume of a cylinder.mp4 13.86MB
14. Dimensions that maximize the volume of a cylinder.vtt 16.64KB
14. Equation of a line in slope-intercept form.html 115B
14. Infinite limits (vertical asymptotes).html 115B
14. Inverse hyperbolic derivatives.html 1.28KB
14. L'Hospital's rule.html 114B
14. Ladder sliding down the wall.html 115B
14. Normal lines.mp4 7.00MB
14. Normal lines.vtt 5.31KB
14. Product rule, three or more functions.html 1.28KB
14. Second derivative test.html 115B
14. Sketching f(x) given f'(x), or vice versa.mp4 54.15MB
14. Sketching f(x) given f'(x), or vice versa.vtt 38.65KB
15.1 Limits at infinity horizontal asymptotes.pdf.pdf 1.35MB
15.1 Workbook.chain rule.solutions.pdf.pdf 1.14MB
15.1 Workbook.optimization.pdf.pdf 1.09MB
15.1 Workbook.optimization.solutions.pdf.pdf 3.11MB
15.1 Workbook.related rates.pdf.pdf 1.11MB
15.1 Workbook.related rates.solutions.pdf.pdf 1.76MB
15.2 Workbook.chain rule.pdf.pdf 1.09MB
15.2 Workbook.optimization.pdf.pdf 1.09MB
15.2 Workbook.optimization.solutions.pdf.pdf 3.10MB
15.2 Workbook.related rates.pdf.pdf 1.11MB
15.2 Workbook.related rates.solutions.pdf.pdf 1.76MB
15. BONUS! Extra practice problems. ).html 652B
15. BONUS! Extra practice problems. ).html 652B
15. BONUS! Extra practice problems. ).html 652B
15. Crazy graphs.mp4 8.49MB
15. Crazy graphs.vtt 12.16KB
15. Dimensions that minimize the surface area of a cylinder.mp4 12.98MB
15. Dimensions that minimize the surface area of a cylinder.vtt 10.69KB
15. Graphing parabolas.mp4 13.39MB
15. Graphing parabolas.vtt 11.08KB
15. Independent and dependent variables.html 262B
15. Inverse hyperbolic derivatives.mp4 6.64MB
15. Inverse hyperbolic derivatives.vtt 5.69KB
15. Limits at infinity (horizontal asymptotes).html 700B
15. Normal lines.html 115B
15. Product rule, three or more functions.mp4 9.42MB
15. Product rule, three or more functions.vtt 8.62KB
15. Sketching f(x) given f'(x), or vice versa.html 115B
16.1 Average rate of change.pdf.pdf 867.43KB
16.1 Workbook.sketching graphs.pdf.pdf 1.86MB
16.2 Workbook.sketching graphs.solutions.pdf.pdf 3.28MB
16. Average rate of change.html 786B
16. BONUS! Extra practice problems. ).html 652B
16. Crazy graphs.html 115B
16. Graphing parabolas.html 115B
16. Independent and dependent variables.html 115B
16. Inverse hyperbolic derivatives.html 115B
16. Limits at infinity (horizontal asymptotes).mp4 16.88MB
16. Limits at infinity (horizontal asymptotes).vtt 11.32KB
16. Maximum volume of a cone-shaped cup.mp4 18.85MB
16. Maximum volume of a cone-shaped cup.vtt 13.84KB
16. Product rule, three or more functions.html 115B
17.1 Quotient rule.pdf.pdf 635.37KB
17.1 Trigonometric limits.pdf.pdf 642.78KB
17.1 Workbook.derivatives of trig functions.pdf.pdf 1.10MB
17.1 Workbook.derivatives of trig functions.solutions.pdf.pdf 1.14MB
17.1 Workbook.functions.pdf.pdf 2.22MB
17.2 Workbook.derivatives of trig functions.pdf.pdf 1.10MB
17.2 Workbook.derivatives of trig functions.solutions.pdf.pdf 1.14MB
17.2 Workbook.functions.solutions.pdf.pdf 2.26MB
17. Average rate of change.mp4 5.39MB
17. Average rate of change.vtt 7.99KB
17. BONUS! Extra practice problems. ).html 652B
17. BONUS! Extra practice problems. ).html 650B
17. Finding center and radius of a circle.mp4 5.18MB
17. Finding center and radius of a circle.vtt 8.02KB
17. Limits at infinity (horizontal asymptotes).html 114B
17. Production level and sale price that maximize profit.mp4 13.62MB
17. Production level and sale price that maximize profit.vtt 14.09KB
17. Quotient rule.html 524B
17. Trigonometric limits.html 786B
18.1 Workbook.derivative theorems.pdf.pdf 1.09MB
18.2 Workbook.derivative theorems.solutions.pdf.pdf 2.14MB
18. Average rate of change.html 115B
18. BONUS! Extra practice problems. ).html 652B
18. Finding center and radius of a circle.html 115B
18. Quotient rule.mp4 21.07MB
18. Quotient rule.vtt 14.75KB
18. Sales level that maximizes revenue.mp4 7.63MB
18. Sales level that maximizes revenue.vtt 10.49KB
18. Trigonometric limits.mp4 3.84MB
18. Trigonometric limits.vtt 6.88KB
19.1 Workbook.tangent and normal lines.pdf.pdf 1.11MB
19.1 Workbook.tangent and normal lines.solutions.pdf.pdf 1.86MB
19.2 Workbook.tangent and normal lines.pdf.pdf 1.11MB
19.2 Workbook.tangent and normal lines.solutions.pdf.pdf 1.86MB
19. BONUS! Extra practice problems. ).html 652B
19. Graphing circles.mp4 10.84MB
19. Graphing circles.vtt 7.91KB
19. Maximum area of a rectangle inscribed in a semicircle.mp4 23.75MB
19. Maximum area of a rectangle inscribed in a semicircle.vtt 20.48KB
19. Quotient rule.html 115B
19. Trigonometric limits.html 115B
2.1 Applied optimization.pdf.pdf 382.00KB
2.1 Calculus 1.formulas.pdf.pdf 1.46MB
2.1 Chain rule with trig functions.pdf.pdf 366.53KB
2.1 Composite functions, domain.pdf.pdf 361.20KB
2.1 Composite functions.pdf.pdf 359.73KB
2.1 Concavity.pdf.pdf 385.22KB
2.1 Definition of the derivative.pdf.pdf 370.12KB
2.1 Domain and range.pdf.pdf 357.25KB
2.1 Domain and range from a graph.pdf.pdf 459.33KB
2.1 Endpoint discontinuities.pdf.pdf 357.35KB
2.1 Equation of a line in slope-intercept form.pdf.pdf 355.43KB
2.1 Finding center and radius of a circle.pdf.pdf 366.53KB
2.1 Finding the equation of a function from points on its inverse.pdf.pdf 357.12KB
2.1 Half life.pdf.pdf 357.76KB
2.1 Idea of the limit.pdf.pdf 364.33KB
2.1 Implicit differentiation, equation of the tangent line.pdf.pdf 375.40KB
2.1 Implicit differentiation.pdf.pdf 357.95KB
2.1 Intermediate value theorem.pdf.pdf 359.78KB
2.1 Intermediate value theorem without an interval.pdf.pdf 369.49KB
2.1 Introduction to continuity.pdf.pdf 362.44KB
2.1 Introduction to derivatives.pdf.pdf 362.84KB
2.1 Inverse functions.pdf.pdf 402.50KB
2.1 Ladder sliding down the wall.pdf.pdf 379.47KB
2.1 Limits of combinations.pdf.pdf 365.15KB
2.1 Limits of composites.pdf.pdf 360.85KB
2.1 Linear approximation to estimate a root.pdf.pdf 378.50KB
2.1 Linearization.pdf.pdf 384.48KB
2.1 Logarithmic derivatives.pdf.pdf 367.23KB
2.1 Long division of polynomials.pdf.pdf 355.82KB
2.1 Marginal cost, revenue and profit.pdf.pdf 362.00KB
2.1 Normal lines.pdf.pdf 377.67KB
2.1 Observer and the airplane.pdf.pdf 372.84KB
2.1 One-sided limits.pdf.pdf 357.65KB
2.1 Position function.pdf.pdf 362.35KB
2.1 Power rule.pdf.pdf 363.15KB
2.1 Precise definition of the limit, finding delta.pdf.pdf 376.73KB
2.1 Quadratic formula.pdf.pdf 363.21KB
2.1 Quotient rule.pdf.pdf 369.28KB
2.1 Rolle's theorem.pdf.pdf 374.28KB
2.1 Second derivative test.pdf.pdf 368.75KB
2.1 Slant asymptotes.pdf.pdf 422.79KB
2.1 Solving with factoring.pdf.pdf 362.40KB
2.1 Solving with substitution.pdf.pdf 366.10KB
2.1 Squeeze theorem, limit of an inequality.pdf.pdf 361.06KB
2.1 Squeeze theorem.pdf.pdf 375.80KB
2.1 Tangent lines.pdf.pdf 368.75KB
2.1 Trigonometric derivatives.pdf.pdf 364.29KB
2.1 Vertical asymptotes.pdf.pdf 369.19KB
2.1 Vertical motion, ball thrown up from the ground.pdf.pdf 375.43KB
2.2 Chain rule with power rule.pdf.pdf 368.09KB
2.2 Combinations of functions.pdf.pdf 356.91KB
2.2 Completing the square.pdf.pdf 364.64KB
2.2 Composite functions, domain.pdf.pdf 361.20KB
2.2 Continuously compounded interest.pdf.pdf 339.18KB
2.2 Critical points.pdf.pdf 370.90KB
2.2 Difference quotient.pdf.pdf 366.63KB
2.2 Domain and range.pdf.pdf 357.25KB
2.2 Even, odd, or neither.pdf.pdf 355.89KB
2.2 Exponential derivatives.pdf.pdf 372.41KB
2.2 First derivative test.pdf.pdf 381.57KB
2.2 Graphing parabolas.pdf.pdf 1.10MB
2.2 Horizontal asymptotes.pdf.pdf 367.02KB
2.2 Hyperbolic derivatives.pdf.pdf 367.32KB
2.2 Implicit differentiation, equation of the tangent line.pdf.pdf 375.40KB
2.2 Implicit differentiation, second derivatives.pdf.pdf 405.28KB
2.2 Infiniteessential discontinuities.pdf.pdf 625.03KB
2.2 Intermediate value theorem.pdf.pdf 359.78KB
2.2 Intermediate value theorem without an interval.pdf.pdf 369.49KB
2.2 Introduction to limits and continuity.pdf.pdf 357.69KB
2.2 Inverse functions.pdf.pdf 402.50KB
2.2 Inverse trigonometric derivatives.pdf.pdf 382.67KB
2.2 Jump discontinuities.pdf.pdf 362.62KB
2.2 Laws of logarithms.pdf.pdf 355.09KB
2.2 Limits at infinity (horizontal asymptotes).pdf.pdf 385.17KB
2.2 Limits of combinations.pdf.pdf 365.15KB
2.2 Limits of composites.pdf.pdf 360.85KB
2.2 Linear approximation.pdf.pdf 368.21KB
2.2 Linearization.pdf.pdf 384.48KB
2.2 Long division of polynomials.pdf.pdf 355.82KB
2.2 Modeling a piecewise defined function.pdf.pdf 429.26KB
2.2 Precise definition of the limit, finding delta.pdf.pdf 376.73KB
2.2 Precise definition of the limit.pdf.pdf 387.29KB
2.2 Reciprocal rule.pdf.pdf 368.34KB
2.2 Sketching graphs.pdf.pdf 500.43KB
2.2 Solving with conjugate method.pdf.pdf 371.62KB
2.2 Squeeze theorem, limit of an inequality.pdf.pdf 361.06KB
2.2 Squeeze theorem.pdf.pdf 375.80KB
2.2 Values that make the function differentiable.pdf.pdf 367.47KB
2.2 Value that makes two tangent lines parallel.pdf.pdf 396.93KB
2.2 Vertical motion, ball thrown up from the ground.pdf.pdf 375.43KB
2.2 Vertical motion, coin dropped from the roof.pdf.pdf 373.98KB
2.2 Water level in the tank.pdf.pdf 378.68KB
2.3 Chain rule with product rule.pdf.pdf 375.74KB
2.3 Chain rule with quotient rule.pdf.pdf 383.57KB
2.3 Combinations of functions.pdf.pdf 356.91KB
2.3 Completing the square.pdf.pdf 364.64KB
2.3 Composite functions.pdf.pdf 359.73KB
2.3 Concavity.pdf.pdf 385.22KB
2.3 Crazy graphs.pdf.pdf 410.83KB
2.3 Definition of the derivative.pdf.pdf 370.12KB
2.3 Extrema on a closed interval.pdf.pdf 389.70KB
2.3 Horizontal and vertical tangent lines and differentiability.pdf.pdf 374.61KB
2.3 Horizontal line test.pdf.pdf 393.27KB
2.3 Implicit differentiation, second derivatives.pdf.pdf 405.28KB
2.3 Implicit differentiation.pdf.pdf 357.95KB
2.3 Independent and dependent variables.pdf.pdf 331.70KB
2.3 Infiniteessential discontinuities.pdf.pdf 625.03KB
2.3 Intermediate value theorem with an interval.pdf.pdf 357.97KB
2.3 Introduction to derivatives.pdf.pdf 362.84KB
2.3 Inverse hyperbolic derivatives.pdf.pdf 377.15KB
2.3 Jump discontinuities.pdf.pdf 362.62KB
2.3 L'Hospital's rule.pdf.pdf 360.50KB
2.3 Ladder sliding down the wall.pdf.pdf 379.47KB
2.3 Linear approximation.pdf.pdf 368.21KB
2.3 Linear approximation to estimate a root.pdf.pdf 378.50KB
2.3 Logarithmic differentiation.pdf.pdf 369.86KB
2.3 Making the function continuous.pdf.pdf 399.69KB
2.3 Modeling a piecewise defined function.pdf.pdf 429.26KB
2.3 Newton's method.pdf.pdf 377.68KB
2.3 Position function.pdf.pdf 362.35KB
2.3 Power rule.pdf.pdf 363.15KB
2.3 Power rule for negative powers or powers in the denominator.pdf.pdf 362.10KB
2.3 Precise definition of the limit.pdf.pdf 387.29KB
2.3 Price of the product.pdf.pdf 360.91KB
2.3 Proving that the limit does not exist.pdf.pdf 368.99KB
2.3 Quadratic formula.pdf.pdf 363.21KB
2.3 Sales decline.pdf.pdf 371.70KB
2.3 Second derivative test.pdf.pdf 368.75KB
2.3 Sketching graphs.pdf.pdf 500.43KB
2.3 Sketching graphs from story problems.pdf.pdf 391.62KB
2.3 Tangent lines.pdf.pdf 368.75KB
2.3 Vertical line test.pdf.pdf 298.49KB
2.3 Vertical motion, coin dropped from the roof.pdf.pdf 373.98KB
2.4 Average rate of change.pdf.pdf 372.98KB
2.4 Chain rule with product rule.pdf.pdf 375.74KB
2.4 Chain rule with quotient rule.pdf.pdf 383.57KB
2.4 Crazy graphs.pdf.pdf 410.83KB
2.4 Endpoint discontinuities.pdf.pdf 357.35KB
2.4 Equation of a line in point-slope form.pdf.pdf 354.80KB
2.4 Even, odd, or neither.pdf.pdf 355.89KB
2.4 Finding the equation of a function from points on its inverse.pdf.pdf 357.12KB
2.4 Graphing circles.pdf.pdf 464.38KB
2.4 Hyperbolic derivatives.pdf.pdf 367.32KB
2.4 Increasing and decreasing.pdf.pdf 382.66KB
2.4 Infinite limits (vertical asymptotes).pdf.pdf 372.80KB
2.4 Introduction to continuity.pdf.pdf 362.44KB
2.4 Inverse trigonometric derivatives.pdf.pdf 382.67KB
2.4 L'Hospital's rule.pdf.pdf 360.50KB
2.4 Laws of logarithms.pdf.pdf 355.09KB
2.4 Mean value theorem.pdf.pdf 365.97KB
2.4 Normal lines.pdf.pdf 377.67KB
2.4 One-sided limits.pdf.pdf 357.65KB
2.4 Product rule, three or more functions.pdf.pdf 384.43KB
2.4 Product rule, two functions.pdf.pdf 368.81KB
2.4 Proving that the limit does not exist.pdf.pdf 368.99KB
2.4 Radius of the balloon.pdf.pdf 373.09KB
2.4 Sketching f(x) given the graph of f'(x), or vice versa.pdf.pdf 2.56MB
2.4 Vertical asymptotes.pdf.pdf 369.19KB
2.4 Vertical line test.pdf.pdf 298.49KB
2.5 Average rate of change.pdf.pdf 372.98KB
2.5 Critical points.pdf.pdf 370.90KB
2.5 Domain and range from a graph.pdf.pdf 459.33KB
2.5 Equation modeling.pdf.pdf 371.17KB
2.5 Equation of a line in point-slope form.pdf.pdf 354.80KB
2.5 Extrema on a closed interval.pdf.pdf 389.70KB
2.5 First derivative test.pdf.pdf 381.57KB
2.5 Horizontal asymptotes.pdf.pdf 367.02KB
2.5 Independent and dependent variables.pdf.pdf 331.70KB
2.5 Mean value theorem.pdf.pdf 365.97KB
2.5 Newton's method.pdf.pdf 377.68KB
2.5 Observer and the airplane.pdf.pdf 372.84KB
2.5 Power rule for negative powers or powers in the denominator.pdf.pdf 362.10KB
2.5 Price of the product.pdf.pdf 360.91KB
2.5 Product rule, two functions.pdf.pdf 368.81KB
2.5 Solving with factoring.pdf.pdf 362.40KB
2.5 Trignometric limits.pdf.pdf 360.07KB
2.5 Values that make the function differentiable.pdf.pdf 367.47KB
2.6 Finding center and radius of a circle.pdf.pdf 366.53KB
2.6 Graphing circles.pdf.pdf 464.38KB
2.6 Horizontal and vertical tangent lines and differentiability.pdf.pdf 374.61KB
2.6 Power rule for fractional powers or radicals.pdf.pdf 365.32KB
2.6 Quotient rule.pdf.pdf 369.28KB
2.6 Sketching f(x) given the graph of f'(x), or vice versa.pdf.pdf 2.56MB
2.6 Slant asymptotes.pdf.pdf 422.79KB
2.6 Solving with substitution.pdf.pdf 366.10KB
2.6 Trignometric limits.pdf.pdf 360.07KB
2.6 Value that makes two tangent lines parallel.pdf.pdf 396.93KB
2.7 Graphing parabolas.pdf.pdf 1.10MB
2.7 Infinite limits (vertical asymptotes).pdf.pdf 372.80KB
2.7 Making the function continuous.pdf.pdf 399.69KB
2.7 Power rule for fractional powers or radicals.pdf.pdf 365.32KB
2.7 Product rule, three or more functions.pdf.pdf 384.43KB
2.7 Sketching graphs from story problems.pdf.pdf 391.62KB
2.8 Equation modeling.pdf.pdf 371.17KB
2.8 Equation of a line in slope-intercept form.pdf.pdf 355.43KB
2. Download the Calc 1 formula sheet.html 722B
2. RESOURCE Quiz solutions for this section.html 419B
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2. RESOURCE Quiz solutions for this section.html 439B
2. RESOURCE Quiz solutions for this section.html 436B
2. Wrap-up.mp4 7.19MB
2. Wrap-up.vtt 454B
20.1 Making the function continuous.pdf.pdf 389.25KB
20.1 Reciprocal rule.pdf.pdf 396.83KB
20. Dimensions that maximize the area of a rectangle inscribed in a triangle.mp4 22.26MB
20. Dimensions that maximize the area of a rectangle inscribed in a triangle.vtt 15.90KB
20. Graphing circles.html 115B
20. Making the function continuous.html 262B
20. Reciprocal rule.html 524B
21.1 Workbook.graphing functions.pdf.pdf 2.56MB
21.1 Workbook.graphing functions.solutions.pdf.pdf 4.80MB
21.2 Workbook.graphing functions.pdf.pdf 2.57MB
21.2 Workbook.graphing functions.solutions.pdf.pdf 4.80MB
21. BONUS! Extra practice problems. ).html 650B
21. Making the function continuous.mp4 10.49MB
21. Making the function continuous.vtt 15.50KB
21. Maximum volume of a cylinder inscribed in a sphere.mp4 21.76MB
21. Maximum volume of a cylinder inscribed in a sphere.vtt 17.35KB
21. Reciprocal rule.mp4 12.47MB
21. Reciprocal rule.vtt 9.08KB
22. Applied optimization.html 114B
22. Making the function continuous.html 115B
22. Reciprocal rule.html 115B
23.1 Workbook.applied optimization.pdf.pdf 1.05MB
23.1 Workbook.derivative rules.pdf.pdf 1.09MB
23.1 Workbook.derivative rules.solutions.pdf.pdf 1.18MB
23.1 Workbook.solving limits.pdf.pdf 1.87MB
23.2 Workbook.applied optimization.solutions.pdf.pdf 1.47MB
23.2 Workbook.derivative rules.pdf.pdf 1.09MB
23.2 Workbook.derivative rules.solutions.pdf.pdf 1.18MB
23.2 Workbook.solving limits.solutions.pdf.pdf 3.53MB
23. BONUS! Extra practice problems. ).html 652B
23. BONUS! Extra practice problems. ).html 652B
23. BONUS! Extra practice problems. ).html 652B
3.1 Chain rule with power rule.pdf.pdf 638.48KB
3.1 Exponential derivatives.pdf.pdf 879.28KB
3.1 Half life.pdf.pdf 613.84KB
3.1 Implicit differentiation.pdf.pdf 883.66KB
3.1 Intermediate value theorem.pdf.pdf 976.68KB
3.1 Introduction to applied optimization.pdf.pdf 879.06KB
3.1 Introduction to applied optimization.pdf.pdf 879.06KB
3.1 Introduction to continuity.pdf.pdf 1.72MB
3.1 Introduction to related rates.pdf.pdf 640.01KB
3.1 Linear approximation.pdf.pdf 641.14KB
3.1 Marginal cost revenue and profit.pdf.pdf 887.32KB
3.1 Mean value theorem.pdf.pdf 394.79KB
3.1 One-sided limits.pdf.pdf 560.09KB
3.1 Position function.pdf.pdf 1.09MB
3.1 Power rule.pdf.pdf 641.74KB
3.1 Solving with substitution.pdf.pdf 390.74KB
3.1 Squeeze theorem.pdf.pdf 1.31MB
3.1 Tangent lines.pdf.pdf 632.70KB
3.1 Trigonometric derivatives.pdf.pdf 1.09MB
3. Applied optimization.html 560B
3. Chain rule with power rule.html 786B
3. Combinations of functions.mp4 9.14MB
3. Combinations of functions.vtt 7.59KB
3. Equation modeling.mp4 9.82MB
3. Equation modeling.vtt 7.64KB
3. Exponential derivatives.html 1.02KB
3. Half life.html 1.02KB
3. Horizontal line test (1-to-1).html 524B
3. Implicit differentiation.html 560B
3. Intermediate value theorem.html 786B
3. Introduction to continuity.html 700B
3. Introduction to derivatives.mp4 17.59MB
3. Introduction to derivatives.vtt 8.38KB
3. Introduction to functions.mp4 17.61MB
3. Introduction to functions.vtt 6.43KB
3. Introduction to limits and continuity.mp4 15.72MB
3. Introduction to limits and continuity.vtt 10.58KB
3. Introduction to related rates.html 524B
3. Limits of combinations.mp4 15.23MB
3. Limits of combinations.vtt 10.35KB
3. Linear approximation.html 1.02KB
3. Marginal cost, revenue, and profit.html 560B
3. Mean value theorem.html 262B
3. One-sided limits.html 571B
3. Optimization.html 5.12KB
3. Position function.html 1.28KB
3. Power rule.html 524B
3. Quadratic formula.html 524B
3. Solving with substitution.html 262B
3. Squeeze theorem.html 560B
3. Tangent lines.html 524B
3. Trigonometric derivatives.html 1.02KB
3. Vertical asymptotes.mp4 11.12MB
3. Vertical asymptotes.vtt 13.66KB
4. Chain rule with power rule.mp4 5.72MB
4. Chain rule with power rule.vtt 9.29KB
4. Combinations of functions.html 115B
4. Dimensions of a rectangle that maximize its area.mp4 8.72MB
4. Dimensions of a rectangle that maximize its area.vtt 7.57KB
4. Equation modeling.html 115B
4. Exponential derivatives.mp4 6.48MB
4. Exponential derivatives.vtt 9.64KB
4. Half life.mp4 7.56MB
4. Half life.vtt 10.70KB
4. Horizontal line test (1-to-1).mp4 5.71MB
4. Horizontal line test (1-to-1).vtt 5.23KB
4. Implicit differentiation.mp4 10.11MB
4. Implicit differentiation.vtt 14.25KB
4. Intermediate value theorem.mp4 6.75MB
4. Intermediate value theorem.vtt 9.67KB
4. Introduction to continuity.mp4 2.55MB
4. Introduction to continuity.vtt 4.92KB
4. Introduction to derivatives.html 115B
4. Introduction to limits and continuity.html 115B
4. Introduction to related rates.mp4 16.86MB
4. Introduction to related rates.vtt 10.59KB
4. Limits of combinations.html 115B
4. Linear approximation.mp4 3.77MB
4. Linear approximation.vtt 5.98KB
4. Marginal cost, revenue, and profit.mp4 51.83MB
4. Marginal cost, revenue, and profit.vtt 9.26KB
4. Mean value theorem.mp4 12.35MB
4. Mean value theorem.vtt 15.10KB
4. One-sided limits.mp4 8.51MB
4. One-sided limits.vtt 13.59KB
4. Optimization.mp4 11.49MB
4. Optimization.vtt 11.25KB
4. Position function.mp4 2.75MB
4. Position function.vtt 5.40KB
4. Power rule.mp4 4.84MB
4. Power rule.vtt 7.80KB
4. Quadratic formula.mp4 7.02MB
4. Quadratic formula.vtt 5.45KB
4. Solving with substitution.mp4 1.99MB
4. Solving with substitution.vtt 3.91KB
4. Squeeze theorem.mp4 3.64MB
4. Squeeze theorem.vtt 6.74KB
4. Tangent lines.mp4 7.44MB
4. Tangent lines.vtt 11.10KB
4. Trigonometric derivatives.mp4 21.06MB
4. Trigonometric derivatives.vtt 27.22KB
4. Vertical asymptotes.html 115B
4. Vertical line test.html 786B
5.1 Idea of the limitlimits from tables.pdf.pdf 367.35KB
5. Chain rule with power rule.html 114B
5. Composite functions.mp4 3.55MB
5. Composite functions.vtt 5.31KB
5. Critical points.mp4 14.41MB
5. Critical points.vtt 24.07KB
5. Difference quotient.mp4 5.41MB
5. Difference quotient.vtt 4.39KB
5. Dimensions of a rectangle that minimize its perimeter.mp4 12.85MB
5. Dimensions of a rectangle that minimize its perimeter.vtt 14.03KB
5. Exponential derivatives.html 114B
5. Half life.html 115B
5. Horizontal asymptotes.mp4 7.35MB
5. Horizontal asymptotes.vtt 11.84KB
5. Horizontal line test (1-to-1).html 115B
5. Idea of the limit.html 262B
5. Implicit differentiation.html 114B
5. Intermediate value theorem.html 115B
5. Introduction to continuity.html 115B
5. Limits of composites.mp4 36.03MB
5. Limits of composites.vtt 26.07KB
5. Linear approximation.html 115B
5. Marginal cost, revenue, and profit.html 116B
5. Mean value theorem.html 114B
5. Modeling a piecewise-defined function.mp4 7.73MB
5. Modeling a piecewise-defined function.vtt 6.43KB
5. One-sided limits.html 114B
5. Position function of a particle.mp4 19.88MB
5. Position function of a particle.vtt 25.84KB
5. Power rule, example 2.mp4 6.70MB
5. Power rule, example 2.vtt 6.18KB
5. Quadratic formula.html 115B
5. Radius of the balloon.mp4 6.78MB
5. Radius of the balloon.vtt 8.30KB
5. Solving with substitution.html 114B
5. Squeeze theorem.html 115B
5. Tangent lines.html 114B
5. Trigonometric derivatives, cotangent.mp4 4.57MB
5. Trigonometric derivatives, cotangent.vtt 7.96KB
5. Vertical line test.mp4 5.15MB
5. Vertical line test.vtt 8.28KB
6.1 Chain rule with product rule.pdf.pdf 639.69KB
6.1 Continuously compounded interest.pdf.pdf 1.06MB
6.1 Implicit differentiation equation of the tangent line.pdf.pdf 404.94KB
6.1 Logarithmic derivatives.pdf.pdf 645.82KB
6.1 Rolles theorem.pdf.pdf 446.59KB
6.1 Solving with factoring.pdf.pdf 391.92KB
6.1 Workbook.economics.pdf.pdf 1.06MB
6.1 Workbook.economics.solutions.pdf.pdf 1.11MB
6.2 Workbook.economics.pdf.pdf 1.06MB
6.2 Workbook.economics.solutions.pdf.pdf 1.11MB
6. BONUS! Extra practice problems. ).html 652B
6. Chain rule with product rule.html 786B
6. Completing the square.html 524B
6. Composite functions.html 115B
6. Compounding interest.html 1.02KB
6. Critical points.html 114B
6. Difference quotient.html 115B
6. Dimensions that minimize page size with a given printed area.mp4 36.28MB
6. Dimensions that minimize page size with a given printed area.vtt 17.72KB
6. Equation of the tangent line.html 786B
6. Horizontal asymptotes.html 115B
6. Idea of the limit.html 114B
6. Intermediate value theorem with an interval.mp4 7.76MB
6. Intermediate value theorem with an interval.vtt 4.89KB
6. Inverse functions.mp4 4.93MB
6. Inverse functions.vtt 8.32KB
6. Limits of composites.html 115B
6. Linear approximation to estimate a root.mp4 7.40MB
6. Linear approximation to estimate a root.vtt 10.41KB
6. Logarithmic derivatives.html 786B
6. Modeling a piecewise-defined function.html 115B
6. Position function.html 115B
6. Power rule.html 114B
6. Proving that the limit does not exist.mp4 8.80MB
6. Proving that the limit does not exist.vtt 7.26KB
6. Radius of the balloon.html 115B
6. Removable discontinuities.mp4 8.34MB
6. Removable discontinuities.vtt 11.22KB
6. Rolle's theorem.html 262B
6. Solving with factoring.html 262B
6. Squeeze theorem, limit of an inequality.mp4 4.86MB
6. Squeeze theorem, limit of an inequality.vtt 3.44KB
6. Trigonometric derivatives.html 114B
6. Value that makes two tangent lines parallel.mp4 18.35MB
6. Value that makes two tangent lines parallel.vtt 20.54KB
6. Vertical line test.html 114B
7.1 Definition of the derivative.pdf.pdf 1.87MB
7.1 Inverse trigonometric derivatives.pdf.pdf 1.34MB
7.1 Vertical motion.pdf.pdf 637.75KB
7.1 Workbook.combinations and composites.pdf.pdf 1.82MB
7.1 Workbook.combinations and composites.solutions.pdf.pdf 1.85MB
7.1 Workbook.idea of the limit.pdf.pdf 1.08MB
7.2 Workbook.combinations and composites.pdf.pdf 1.82MB
7.2 Workbook.combinations and composites.solutions.pdf.pdf 1.85MB
7.2 Workbook.idea of the limit.solutions.pdf.pdf 1.10MB
7. BONUS! Extra practice problems. ).html 652B
7. BONUS! Extra practice problems. ).html 652B
7. Chain rule with product rule.mp4 15.59MB
7. Chain rule with product rule.vtt 10.18KB
7. Completing the square.mp4 7.94MB
7. Completing the square.vtt 5.75KB
7. Composite functions, domain.mp4 14.06MB
7. Composite functions, domain.vtt 18.83KB
7. Compounding interest.mp4 2.93MB
7. Compounding interest.vtt 3.78KB
7. Definition of the derivative.html 851B
7. Domain and range.html 786B
7. Equation of the tangent line.mp4 19.03MB
7. Equation of the tangent line.vtt 14.04KB
7. Increasing and decreasing.mp4 8.12MB
7. Increasing and decreasing.vtt 11.64KB
7. Intermediate value theorem with an interval.html 115B
7. Inverse functions.html 115B
7. Inverse trigonometric derivatives.html 1.28KB
7. Jump discontinuities.mp4 15.56MB
7. Jump discontinuities.vtt 10.73KB
7. Linear approximation to estimate a root.html 115B
7. Logarithmic derivatives.mp4 5.27MB
7. Logarithmic derivatives.vtt 8.92KB
7. Power rule for negative exponents or powers in the denominator.mp4 12.41MB
7. Power rule for negative exponents or powers in the denominator.vtt 9.35KB
7. Price of the product.mp4 5.58MB
7. Price of the product.vtt 7.21KB
7. Proving that the limit does not exist.html 115B
7. Rolle's theorem.mp4 5.29MB
7. Rolle's theorem.vtt 7.51KB
7. Sketching graphs from story problems.mp4 5.84MB
7. Sketching graphs from story problems.vtt 5.16KB
7. Slant asymptotes.mp4 2.97MB
7. Slant asymptotes.vtt 5.34KB
7. Solving with factoring.mp4 3.49MB
7. Solving with factoring.vtt 6.39KB
7. Squeeze theorem, limit of an inequality.html 115B
7. Two real numbers with minimum product.mp4 5.88MB
7. Two real numbers with minimum product.vtt 9.95KB
7. Value that makes two tangent lines parallel.html 115B
7. Vertical motion.html 786B
8.1 Precise definition of the limit.pdf.pdf 983.83KB
8.1 Workbook.squeeze theorem.pdf.pdf 1.08MB
8.1 Workbook.squeeze theorem.solutions.pdf.pdf 2.16MB
8.2 Workbook.squeeze theorem.pdf.pdf 1.08MB
8.2 Workbook.squeeze theorem.solutions.pdf.pdf 2.16MB
8. BONUS! Extra practice problems. ).html 652B
8. Chain rule with product rule.html 115B
8. Completing the square.html 114B
8. Composite functions, domain.html 115B
8. Compounding interest.html 115B
8. Definition of the derivative.mp4 16.74MB
8. Definition of the derivative.vtt 15.90KB
8. Domain and range.html 115B
8. Equation of the tangent line, example 2.mp4 6.22MB
8. Equation of the tangent line, example 2.vtt 10.24KB
8. Finding the equation of a function from points on its inverse.mp4 9.08MB
8. Finding the equation of a function from points on its inverse.vtt 6.66KB
8. Increasing and decreasing.html 115B
8. Intermediate value theorem without an interval.mp4 10.40MB
8. Intermediate value theorem without an interval.vtt 7.87KB
8. Inverse trigonometric derivatives, arcsine.mp4 7.38MB
8. Inverse trigonometric derivatives, arcsine.vtt 5.55KB
8. Jump discontinuities.html 115B
8. Linearization.mp4 5.35MB
8. Linearization.vtt 4.92KB
8. Logarithmic derivatives, example 2.mp4 5.76MB
8. Logarithmic derivatives, example 2.vtt 8.66KB
8. Power rule for negative powers or powers in the denominator.html 115B
8. Precise definition of the limit.html 1.02KB
8. Price of the product.html 115B
8. Rolle's theorem.html 115B
8. Sketching graphs from story problems.html 115B
8. Slant asymptotes.html 115B
8. Solving with factoring.html 115B
8. Two real numbers with minimum sum of squares.mp4 8.32MB
8. Two real numbers with minimum sum of squares.vtt 11.88KB
8. Values that make the function differentiable.mp4 14.57MB
8. Values that make the function differentiable.vtt 10.22KB
8. Vertical motion, ball thrown up from the ground.mp4 10.66MB
8. Vertical motion, ball thrown up from the ground.vtt 13.33KB
9.1 Chain rule with quotient rule.pdf.pdf 884.14KB
9.1 Newtons method.pdf.pdf 1.56MB
9.1 Sales decline.pdf.pdf 874.56KB
9.1 Solving with conjugate method.pdf.pdf 633.99KB
9.1 Workbook.modifying functions.pdf.pdf 1.09MB
9.1 Workbook.modifying functions.solutions.pdf.pdf 1.16MB
9.2 Workbook.modifying functions.pdf.pdf 1.09MB
9.2 Workbook.modifying functions.solutions.pdf.pdf 1.16MB
9. BONUS! Extra practice problems. ).html 650B
9. Chain rule with quotient rule.html 1.02KB
9. Definition of the derivative.html 114B
9. Domain and range from a graph.html 1.28KB
9. Equation of a line in point-slope form.html 524B
9. Equation of the tangent line.html 115B
9. Finding the equation of a function from points on its inverse.html 115B
9. First derivative test.mp4 16.41MB
9. First derivative test.vtt 21.83KB
9. Infiniteessential discontinuities.mp4 13.06MB
9. Infiniteessential discontinuities.vtt 9.49KB
9. Intermediate value theorem without an interval.html 115B
9. Inverse trigonometric derivatives, arccotangent.mp4 6.28MB
9. Inverse trigonometric derivatives, arccotangent.vtt 4.90KB
9. Linearization.html 115B
9. Logarithmic derivatives.html 115B
9. Long division of polynomials.html 524B
9. Newton's method.html 1.54KB
9. Point on the line closest to another point.mp4 6.78MB
9. Point on the line closest to another point.vtt 9.93KB
9. Power rule for fractional powers or radicals.mp4 17.40MB
9. Power rule for fractional powers or radicals.vtt 12.31KB
9. Precise definition of the limit.mp4 11.94MB
9. Precise definition of the limit.vtt 15.43KB
9. Sales decline.html 1.02KB
9. Sketching graphs.mp4 9.08MB
9. Sketching graphs.vtt 13.72KB
9. Solving with conjugate method.html 786B
9. Values that make the function differentiable.html 115B
9. Vertical motion, ball thrown up from the ground.html 115B
9. Water level in the tank.mp4 8.56MB
9. Water level in the tank.vtt 11.46KB
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