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Modelling students arriving late using a probability density function.
Author:
Mark Willis
Topic:
Probability
GeoGebra
New Resources
Art and Rotational Symmetry
Periodic Functions
Cube of a Binomial - Volume Model
Monkey typing Shakespeare's complete works
What if the Exponent is an OUTPUT?
Discover Resources
UCSS Secondary Math III Unit 4B Lesson 4
Riemann sums and partitions
Graphs of Quadratic Equations
Equilateral Special Triangle Exploration
drie transformaties op functie k*f(bx)+a
Discover Topics
Tangent Function
Integral Calculus
Confidence Interval
Means
Conditional Probability