top of page
Matt Felton-Koestler with Courtney Koestler

Math at Casa

Parents sometimes ask how to do more math with their kids. We like to look for math in everyday settings.

Tile pattern on a table

This morning we talked about #whatdoyounotice and #whatdoyouwonder about our table as we waited for our lunch.


We came up with the following:

  • There are big squares and smaller squares (individual tiles)

  • There are circles

  • The tiles are one fourth of the big squares #fractions

  • How many big squares are there? #multiplication

  • How many tiles are there?

  • The tiles are one "seventy twoth" of the table

  • How many flower petals are there around the middle of a square? In a row? On the table?

  • Where can you "fold" a square so it matches on both sides? #symmetry

 

Counting Petals

We came up with two strategies for finding the number of petals on the whole table.


Doubles

One square has 16 petals

Two squares have 32

Four squares (in a 2x2 grid) have 64

Eight squares have 128

Another eight squares have 256


256 + 32:

250 + 30 = 280

256 + 30 = 286

286 + 2 = 288


Friendly Numbers

One square has 16 petals

There are 18 squares

16 × 18


16 × 20 = 320

Now subtract the two extra 16s (or 32)

320 - 20 → 300 - 10 → 290 - 2 → 288

120 views0 comments

Recent Posts

See All

Comments


bottom of page