ARITHMETIC.
187
And multiplying these he has | 25 |
Thus every member must be considered by | 15 |
what it is in rapport to 10 and 5. | 5 |
3 | |
48 |
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• | • | c | |
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b | • | • | |
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But let us see if this is not in our dots also,
We have certainly above a and below b and c four dots, which are the tens; above b we have four, and above c two; two multiplied by four give eight for the units, so that we have 48.
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b | • | • | |
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"In the same manner 7 multiplied by 9,
we have 6 tens, and one multiplied by 3,
or 8 units, that is 63.