Fundamental Theorem of the Calculus
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Mathematician, Morris Schreiber
Uses animation to demonstrate the fundamental theorem of the calculus. Defines F(x) as the area under f(x) from a fixed point a to a variable point x. Shows both functions graphed simultaneously on separate sets of axes to illustrate that F'(x)=f(x)
Uses animation to demonstrate the fundamental theorem of the calculus. Defines F(x) as the area under f(x) from a fixed point a to a variable point x. Shows both functions graphed simultaneously on separate sets of axes to illustrate that F'(x)=f(x)
More in Maa Calculus Series
- Who Killed Determinants
- Volume of a Solid of Revolution 1965
- A Function is a mapping 1966
- Newton's Method 1966
- The Definite integral 1966
- Volume by Shells 1966
- Fundamental Theorem of the Calculus 1967
- The Definite Integral As A Limit 1967
- The Theorem of the mean 1967
- What Is Area 1967
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