The Artistic Side of Math – Bilateral Symmetry
This is a super easy, super fun activity to tie art in with bilateral (mirror) symmetry. These are some samples of third and fourth grade work. CCSS: 4.G.3
This is a super easy, super fun activity to tie art in with bilateral (mirror) symmetry. These are some samples of third and fourth grade work. CCSS: 4.G.3
What is one of the most common traits of successful people? According to a 2007 study in the Journal of Personality and Social Psychology, it’s the ability to persist at challenging tasks. And it makes sense. Those who don’t allow obstacles to get in their way have a better chance of accomplishing what they set out to do. But being persistent is not always easy. Here are 7 tips to help develop persistence in our kids: 1. Break the task…
Watchthe video below to see how simple objects like tiles, stickers, rubber stamps, dice, and graph paper help teach students important concepts in number theory: factors, primes, composites, and square numbers…not to mention the great reinforcement of multiplication facts. Grades 2 – 5 CCSS: 2.OA.4; 2.NBT.2; 3.OA.1; 3.OA.3; 3.OA.5; 3.OA.7; 4.OA.1; 4.OA.4
Super easy way to have 2nd or 3rd graders physically make each of the multiplication facts. They roll two dice (two different colors, one color for rows and the other color for columns) and create the array using stickers or rubber stamps. Sometimes having them use graph paper helps keep the rows and columns lined up. Also, since a regular die only goes up to 6, you can use dice that has 10 faces. Another options would be to cover…
Okay, so I’m talking about the two most important questions you can ask your kids to help develop mathematical thinking. Wait! Don’t go. Math often receives short shrift. It’s unfortunate because math, taught correctly, teaches us how to effectively problem solve. It’s also the perfect subject to teach our kids persistence. Research has shown that kids who are persistent tend to do better academically. And doing well academically has great benefits in life. The two most important questions: #1: WHY?…