Gameschool: Math Lessons in Bears vs Babies

What if you could sneak in some practice with multiplication on the weekend? With Bears vs. Babies, you could! 

The Distributive Law says that:

a(b+c)=ab+ac

and that is exactly what came up while I was playing Bears vs. Babies with my son!

We did it in our heads and by tapping the cards while we counted. At the time, I took a moment to talk about it with my son. We noticed that we were doing the calculation differently but that we were getting the same answer.

When I got home, I wrote it down for you - my readers who have the world as their classroom.

Take for example the monster I created:

  • A Grizzly Bear (worth 3 points)
  • Who is Being Piloted by a Robo-squirrel (worth 2 points)
  • With a Chainsaw arm (1 point) and a bat wing (1 point)
  • Wearing a Party Hat (which doubles the total points of the monster)

BocoLearning.com, Gameschool, Boco Math, Bears vs. Babies

When my son did the math he tapped the head and counted, "3, 6" then tapped the body twice and counted "2, 4" then the chainsaw "1, 2" and the bat wing "1, 2." He went on to say, "So 6 plus 4 plus 2 plus 2. 14!"

When I did the math I tapped each body part and counted as I went: "3, 5, 6, 7. So two times seven is 14."

Both ways are right. It is exactly the Distributive Law in math and it will work every time!

This is exactly the opportunity that leading a Boco Math Lifestyle creates!

No one should slave over worksheets so I wrote the guide for learning math from everyday life...because when the world is your classroom you are free to learn math that matters.

Get started for free today. 

 

---

The blog features the game Bears vs. Babies.

  • A Monster-Building Card Game From the Creators of Exploding Kittens.
  • Family-friendly, highly-strategic party game for 2-5 players and only 20 minutes to play!
  • Includes 107 Cards (2.5 x 3.5 inches), Playmat, FAQ sheet, Rule Book all inside a FURRY BOX!
  • Grooming kit sold separately.
  • Ages 10+

--------------------------

I love my partnerships!

 A supportive community for gifted learning.

 As an Amazon Affiliate I earn on qualifying purchases.

 

Leave a comment

Please note, comments must be approved before they are published