Learn multiplication facts by understanding them.
Multiplication Facts. Use what you know to work out what you don’t know.
Part 1. The Introduction.
Here’s the challenge: 121 facts (Fig.1)
There are over 200 Pins on Pinterest about learning these facts. Some involve songs, some involve pictures, some involve stories. Most involve memorising.
Some people think anyone can memorise all these facts. Usually they think that because they memorised them all. The reality is that a pretty high percentage of children do not remember them all. Especially if they are pressurised to produce an answer quickly.
So, here’s a challenge for this virus lockdown time. Master the times tables facts the mathematical way, the evidence-based way.
There’s a word link you’ll need: ‘6 lots of 5’ is the same mathematically as ‘6 times 5’. It describes multiplication more clearly.
The facts most people know. The facts you’ll need to work out all the other facts.
0x 1x 2x 5x 10x
Often in maths you can use what you know to work out what you don’t know or what you don’t remember. It takes a bit of understanding of maths and of the language of maths, but that’s not a bad thing. In a way it’s a 2-4-1 situation. ‘Learn a fact. Learn about + and x.’ For example, if you know that 2 x 6, 2 lots of 6 equals 12, you can work out 3 x 6, 3 lots of 6. So, that means you add one more 6 to 12 to make 3 lots of 6 and 3 x 6 = 18.
But you do need to know, and recall as quickly as possible, the 1x, 2x, 5x and 10x facts. The ‘quickly’ bit is so that you don’t waste memory space recalling the basic facts that you’ll use to work out the new facts.
Linking numbers.
These are the number-links you’ll need: (Fig.2)
An example, using 6 as 5 + 1 6 x 8
6 x 8 is 5 lots of 8 plus 1 lot of 8
5 x 8 = 40 + 1 x 8 = 8
So 6 x 8 = 40 + 8 = 48
More to come in Part 2!
Lead Practitioner
4 年What I love is the language of mathematics and numeracy. It makes sense when we think of what we are actually doing and put it into words, and pictures. Just saying!
Edupreneur | Learning Experience Designer (LXD) | Educational Therapy - Math & Literacy | UDL in Secondary and FEHE settings | Educational Assistive Technology | Design Thinking in SEND | PhD Candidate
4 年When I first stepped into numeracy teaching for kids with SpLD in 2009, my employer got Dr. Steve Chinn to train us for the task! So, for 12 years, I follow his numeracy and math teaching ideas! I still remember the grasshopper and the inchworm concept!
International Educator and Leader
4 年Shared! Thanks Steve!