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Calculus I
- Average Velocity and Instantaneous Velocity
- Position and Velocity Graphs of a Ball as it Moves
- Integrals As Functions
- Riemann Sums to Approximate Area
- Newton's Method
- Vase Problem
- Limit as x approaches of 0 of sin x over x
- Hyperbolic Functions
- Inverse Trig Functions
- Inverse Hyperbolic Functions
- Epsilon-delta definition of the limit
- Demonstration of FTC-1
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Calculus I
Ann Defranco, Feb 3, 2015
GeoGebra worksheets for Calculus I
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1. Average Velocity and Instantaneous Velocity
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2. Position and Velocity Graphs of a Ball as it Moves
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3. Integrals As Functions
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4. Riemann Sums to Approximate Area
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5. Newton's Method
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6. Vase Problem
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7. Limit as x approaches of 0 of sin x over x
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8. Hyperbolic Functions
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9. Inverse Trig Functions
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10. Inverse Hyperbolic Functions
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11. Epsilon-delta definition of the limit
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12. Demonstration of FTC-1
Average Velocity and Instantaneous Velocity
A ball is dropped from a cliff. The distance the ball travels is (s in ft; t in sec). Estimate the velocity of the ball at t = 2 sec.
Average Velocity and Instantaneous Velocity
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