Maybe multiplication 1 x 11 until 9 x 11 you have it .
So
it is easy , an example:
2
x 11 = 22
7
x 11 = 77
9
x 11 = 99
it
is easy , but what if multiplication x 11 10 to 20 x 11 ?
How:
12 x 11 blackboard figures that will be multiplied 11 but please evacuate
diameter !
1
_ 2 ( watch .In between 1 and 2 no room empty )
Mean
( _ ) is a blank between 1 and 2 .So if talk in the book , substitutes ( _ )
with spaces / hollow place
And
try the number of right second the number ( 1 + 2 ).
The
results must be 3 right?
And
put the number 3 between the two the number.Then it would be be like this :
Before
= 1 _ 2
after
= 132
but
if multiplication 19 x 11 how to ?
How:
the
contents of right a hollow place in between 1 and 9 ( 1 _ 9 ).
Then
count 1 + 9.
The
results must be 10 right?But answer not the result of 19 x 11 = 1109!
But
how this :
Wrote
before paper scrawl the 10.
And
input the finally ( 0 ) it would be like this: 109.
But
what about the numbers 1 his?How add the end of 19 ( 1 to his the numbers 1 his
( remainder ).
1
plus or minus one of the results 2 right?Well, now we switch last digits of 109
to 2 and the result being like this:
209.Try
count by means of composing.The results must be 209.Easy right.
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