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We also observed indexes of decomposed parallel processing of hundreds and units digits but not of hundreds and tens digits.
Like the WWVB time code, only the tens and units digits of the year are transmitted; unlike the WWVB time code, there is no direct indication for leap year.
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Have the child do the units times tens multiplication; have the child add the carried number to the product and write the number to the left of the units digit already present.
The product of 6 times 2 is 12. Write the units digit, 2, under the units, and carry the 1 over the 5. Basically, you write down whatever number is in the ones digit, and if there is a number in the tens digit, you will have to carry it over the number to the left of the top number you just multiplied.
Additionally, the unit digits of the addends were different in all problems.
In the domain of number processing, examination of the relative impact of decade and unit digits on brain activation cannot be investigated in a natural way without presenting decade and unit digits in every trial, for there is no two-digit number without a decade or a unit digit.
At this processing stage, there is inhibition and/or facilitation between decade and unit digits of all activated answer candidates.
At a broader level, this finding corroborates the notion that strategic effects, such as focusing attention primarily on the unit digits, influences multi-digit number processing.
The performance cost for incompatible trials suggests that the unit digits of two-digit numbers are automatically processed, even when they are irrelevant to the task.
For subtraction, a borrowing operation is required whenever the difference of the unit digits of two operands is smaller than 0 (64 – 38; unit sum 4 – 8 = −4).
This again indicated (see also [ 14]) that the carry effect seemed determined by the added magnitudes of the unit digits, rather than being a purely categorical effect.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com