It may seem hard at first but keep at it. You may start seeing patterns that help you to remember: easy ones like the in the 9 times table the units digit is 10 minus the times and the tens digit is one less than the times - until you get to 9*10 = 90.
If nothing else, keep at it and you will learn it the hard way - by rote. It is well worth the effort because basic multiplication is required throughout real life and you cannot count on a calculator being available every time.
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The formula of a square is P = 4s. We can set up the table via setting up the columns of perimeter and the value of s integers, which goes something like this: P(1) = 4 P(2) = 8 P(3) = 12 P(4) = 16 P(5) = 20 ..and so on. But this is not the multiplication table. The multiplication table would have 4's on the side column and the increasing integers for the top row.
As a product of its prime factors: 2*3*13 = 78
no if you look at the multiplication table youll see that its not and try multiply up to a hundred by nine or add nine many times until you get up to 100 youll see it will not equal a hundred
2/13. Analogous to fractional multiplication, you simply add up both the numerator and the denominator separately.
20