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The third step is to multiply 4x1=4 . (4 x 316)Place number 4 in the tens' place of the product; i.e. add 4 to the tens' of the preceding partial product (24). Thus 2 plus 4 equals 6. The tens' place of the product should now read 6. Immediately cancel the 1 (316) in the tens' place of the multiplicand (fig 1). |
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| fig 1 |
