The Math That Surrounds Us

Our Math 8 Community Blog

Skip to content
  • Home
  • Inquiry
  • Project Ideas
    • Big Idea 1: Computation
    • Big Idea 2: Number Representations
    • Big Idea 3: Linear Relationships
    • Big Idea 4: Geometry
    • Big Idea 5: Analyzing Data
  • Project Showcase
    • Game Design
    • Project Design
    • Big Idea Projects
The Math That Surrounds Us

Category Archives: Big Idea 3: Linear Relationships

Exemplar in Big Ideas 5: Analyzing Data

Leave a reply

Click Here to See Exemplar

This entry was posted in Big Idea 1: Computation, Big Idea 2: Number Representations, Big Idea 3: Linear Relationships, Big Idea 4: Geometry, Uncategorized on April 1, 2018 by kevin ault.

Tags

  • angle
  • angles
  • art
  • awesome
  • ballet
  • clothes
  • dance
  • dirt bikes
  • drawing
  • driving
  • editing
  • fashion design
  • field
  • fun
  • geometry
  • hockey
  • hockeymath
  • icehockey
  • karting
  • lacrosse
  • lines
  • Math
  • mathematics
  • mechanics
  • Movies
  • music
  • nano
  • nanotechnology
  • perspective
  • physics
  • piano
  • reflection
  • science
  • shapes
  • shooting
  • soccer
  • speed
  • sports
  • steps
  • stick
  • symmetry
  • tap
  • technology
  • tires
  • videos

Meta

  • Register
  • Log in
  • Entries feed
  • Comments feed
  • WordPress.org

RSS SquareCirclez

  • How To Solve Linear Congruences
  • Calculating Probability with Mean and Deviation
  • Solving Trigonometric Equations and Identities
  • Understanding Shapes with Oblique Angles
  • Calculating Weight Using Different Gravity Loads

RSS AMS Feature Column

  • Lost (and found) in space
  • Points, Lines, and Incidences
  • Pretty as a Picture (Part II)
  • Topological Quantum Field Theory for Vampires
  • Why 95% ?

RSS On This Day

  • 3-6-1805
    Legendre introduced least squares. Gauss had them ten years earlier but had not published, so some controversy ensued. More information about: Adrien-Marie Legendre Carl Friedrich Gauss Least Squares
  • 3-6-1866
    Ettore Bortolotti, historian of mathematics, born in Bologna, Italy. He revealed the importance of Toricelli's infinitesimal results and vindicated Cataldi's claim to the discovery of continued fractions. More information about: Ettore Bortolotti Torricelli and his work on Infinitesimals
  • 3-6-1866
    Historian and philosopher of science William Whewell died in Cambridge, England. More information about: William Whewell
  • 3-6-1939
    Ferdinand von Lindemann died in Munich, Germany. He proved in 1882 that pi is transcendental, and hence that the circle cannot be squared. More information about: Ferdinand von Lindemann
Proudly powered by WordPress

Spam prevention powered by Akismet