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Demonstrations 21 - 40 of 119
Double Integrals by Summing Values of a Cumulative Distribution Function
Adaptive Monte Carlo Integration
Approximating Polar Area with Sectors
Integration by Riemann Sums
Average Value via Integrals
Area under a Parabola by Symmetries
Monte Carlo Methods to Estimate Area
Newton's Pi Approximation
Two Integral Mean Value Theorems of Flett Type
Common Methods of Estimating the Area under a Curve
Surface Integrals over Segments of Parametrized Surfaces
Approximating Pi with Trigonometric-Polynomial Integrals
Mean Value Theorem for Integrals and Monte Carlo Integration
The Trapezoidal Rule for Increasing Functions
Making the Three Areas Defined by Congruent Overlapping Circles Equal
Integral Evaluation Using the Monte Carlo Method
Stable Distribution Computed with the Zolotarev Integral
Visualizing Euler's Constant
Riemann Sums
A Visualization of Logarithms
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