Welcome to Episode 12 of Season 3: Unlocking Advanced Topics! This episode introduces mathematical concepts related to probability. It begins by defining states within probability problems and outlines steps for solving them, including assigning variables and setting up equations. The episode then presents examples to illustrate these concepts, progressing from basic probability scenarios, like coin flips, to more complex problems involving recursion and the expected value of states. Solution...
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Welcome to Episode 12 of Season 3: Unlocking Advanced Topics! This episode introduces mathematical concepts related to probability. It begins by defining states within probability problems and outlines steps for solving them, including assigning variables and setting up equations. The episode then presents examples to illustrate these concepts, progressing from basic probability scenarios, like coin flips, to more complex problems involving recursion and the expected value of states. Solution...
Unlocking Combinatorics and Geometry - 3D Geometry
The AlgoRhythms Podcast
15 minutes
5 months ago
Unlocking Combinatorics and Geometry - 3D Geometry
Welcome to Episode 12 of Season 2: Unlocking Combinatorics and Geometry! This episode provides a detailed exploration of geometry problems commonly encountered in the AMC mathematics competitions. The content covers various geometric concepts, beginning with three-dimensional geometry and providing foundational theorems like Euler's formula and distance and volume formulas for various shapes.
The AlgoRhythms Podcast
Welcome to Episode 12 of Season 3: Unlocking Advanced Topics! This episode introduces mathematical concepts related to probability. It begins by defining states within probability problems and outlines steps for solving them, including assigning variables and setting up equations. The episode then presents examples to illustrate these concepts, progressing from basic probability scenarios, like coin flips, to more complex problems involving recursion and the expected value of states. Solution...