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Multiplication problem series introducing factor of ten
This problem type varies simple multiplication problems from the times table by increasing factors tenfold.
Taking a product from the times table in the form of p = f1 * f2 as a baseline, three problems are derived by increasing one of the factors by an order of magnitude:
- f1 x f2 = for example, 7 x 6 =
- f1 x 10f2 = for example, 7 x 60 =
- 10f1 x f2 = for example, 70 x 6 =
This series may always appear in this order in a problem, in reverse order or in a random order.
There is an option to include a catch.
If chosen, one of the problems may contain a trick question in the form of a product that will contain a factor that does not follow this scheme but be a different one, for example the series may look like 7 x 3, 7 x 30, 50 x 3.
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|Number of problems||1, 2, 3, 4, 5, 6, 7, 8, 9, 10|
|Order of product terms||random, ascending, descending|
|Insert trick question||Yes, No|
|Remark||Description||Name and direct link|
|with a series of division problems||Division problem series with divisor and dividend alternating with factor ten.||Division series 1x1 with factor 10|
|simple multiplication problems in the times table range||Multiplication problems from the 1-10 times tables.||Times table 1-10|