Did you note that I made a "silly" mistake in my last post ? In trying to work out an answer to my question "What is three times four ?", I started with the number three, and then went on to add three to the last result three more times so that I had four threes in all. But look, my "times" should have been three and I should have started with four ! Of course, we know the end result would be the same, thanks to the "commutative law of multiplication" - or better, the "associative law of addition". But how do the numbers know these laws ? Or, for that matter how do I know them ?
Well, why should children know this and do these activities ? Because they will "need" them later ? Or because they will help them in their daily lives ? Do these activities enter in their lives at all ? Children of age three, or even younger, might enjoy the "raising or folding fingers and making some sounds" activity in itself or because of the approval of adoring parents. ( Incidentally, is playing such games AT HOME common all over the world, over all strata of society ? ) What situations we can find in the social lives of children which "invite " numbers and arithmetic ? PLEASE stop reading on and think over this. I will give you my answers in my next post !
Well, why should children know this and do these activities ? Because they will "need" them later ? Or because they will help them in their daily lives ? Do these activities enter in their lives at all ? Children of age three, or even younger, might enjoy the "raising or folding fingers and making some sounds" activity in itself or because of the approval of adoring parents. ( Incidentally, is playing such games AT HOME common all over the world, over all strata of society ? ) What situations we can find in the social lives of children which "invite " numbers and arithmetic ? PLEASE stop reading on and think over this. I will give you my answers in my next post !