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Showing posts with label Introduction. Show all posts
Showing posts with label Introduction. Show all posts
Thursday, May 28, 2009
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Bench, Jamie, and Zeph are on a quest in search for The Holy Grail of Mathematics, the legendary block of wood, which would allow them to understand all of mathematics by possessing it. Little do they know there are obstacles at every cusp and corner. They must learn how to overcome their obstacles—numerically, graphically, and algebraically. What starts out as a quest to seek and attain a block of wood evolves into a self-discovery for our three adventurers. Their mathematical adventure awaits!
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- Accumulation Functions (1)
- Analyzing Derivatives (1)
- Antidifferentiation (2)
- Applications of Derivatives (2)
- Applications of Integrals (2)
- Areas of Plane Region (1)
- Bench's Rule (1)
- benofschool (1)
- Chain Rule (2)
- Concavity (1)
- Conclusion (1)
- Differential Equations (1)
- Euler's Method (1)
- Extreme Value Theorem (2)
- First Derivative Test (2)
- Fundamental Theorem of Calculus (3)
- Implicit Differentiation (1)
- Integration by Parts (1)
- Introduction (1)
- Jamie (1)
- LIATE (1)
- Line Analysis (1)
- Mean Value Theorem of Derivatives (1)
- Mean Value Theorem of Integrals (1)
- Method of Substitution (1)
- Motion (1)
- Optimization (1)
- Reflection DEV (3)
- Related Rates of Change (1)
- Revelation (1)
- Reversing the Chain Rule (1)
- Riemann Sums (1)
- Separation of Variables (1)
- Slope Fields (1)
- Solids of Revolution (1)
- Unit Analysis (1)
- Volumes by Cylindrical Shells (1)
- Volumes by Slicing (1)
- Zeph (1)
