Видео

In this video, we dive into Hilbert's Axioms of Incidence and Betweenness, exploring how these foundational concepts apply beyond the classroom and into real-life scenarios. Discover how these axioms relate to everything from mapping locations to organizing systems, without relying on typical geometric intuition. This video is perfect for math enthusiasts, students, and anyone curious about the...

In this video, we explore Hilbert’s axioms of incidence and betweenness, revealing how these foundational concepts in geometry are all around us in real life-from highways and GPS routes to social networks and schedules. Using clear examples and a logical approach, we show how Hilbert’s ideas extend beyond visuals, making them applicable in real-world systems and relationships. Join us as we di...

Dive into the fascinating world of hyperbolic geometry! In this video, we explore the mind-bending consequences of replacing Euclid’s fifth postulate and how it opens up a new "universe" of geometry. Topic 1: "Breaking Boundaries: A Journey Beyond Euclid's Fifth Postulate" We start by questioning Euclidean geometry's famous parallel postulate, venturing into the world of non-Euclidean geometry....

Join us on a journey through one of geometry's most intriguing puzzles-the parallel postulate! In this video, students discuss why Euclid's fifth postulate stands out among his foundational axioms, sparking centuries of debate. From attempts to simplify and prove the postulate to groundbreaking ideas in non-Euclidean geometry, discover the key contributions of thinkers like Saccheri and Clairau...

October 18 performance task in modern geometry Tackling about the following: • Equivalence of Parallel Postulate; and • Angle Sum of a Triangle

Second Perf Task

Last performance task

Second performance task in finals May 5, 2024

Third performance task finals; May 5 2024

Graphing Cosecant and Tangent

Graphing Sine and Cosine

objective: • Distinguish the difference between a Cartesian Coordinate and Polar Coordinate. • Convert Cartesian Coordinates to Polar Coordinates.

Learning objective • Accurately distinguish the difference between right triangle and oblique triangle. • Use the trigonometric functions to solve problems involving right triangles.

LEARNING OBJECTIVES: • Properly apply basic trigonometric identities and algebraic properties to express one trigonometric function in terms of the other trigonometric functions. • Write a proof which verifies the validity of a stated identity. • Solve the values of trigonometric functions using identities.

F.4 May 9 Performance Task

F.3 May 8 Performance Task

March 20: Performance Task

March 14: Performance Task/ First Part

March 14: Performance Task/ Second Part

A7 Third Performance Task (Feb 14)

A6 Second Performance Task (Feb7)

A5 First Performance Task (Feb 6)