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\fdO'^ - Old Forge Coal Mines

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68 ARITHMETIC.<br />

(128) {a) .0133' =.0133 X.0133 X .0133 =.000002352637.<br />

Ans.<br />

Since there are 4 decimal places in the multiplicand and 4<br />

in the multiplier, we must point off 4 + 4=8 decimal<br />

places in the product; but, as<br />

• 0133 there are only 5 figures in the<br />

.0133<br />

product, we prefix three ciphers<br />

3 9 9 to form the eight necessary deci-<br />

3 9 9 mal places in the first product.<br />

13 3<br />

———————<br />

.00017689<br />

Since there are 8 decimal places<br />

in the multiplicand ^ and 4 in the<br />

,.<br />

•<br />

,^.<br />

^<br />

^ «: o ,<br />

multiplier, we must point off 8 -h<br />

—! 4 = 12 decimal places in the prod-<br />

5 3 6 7 uct ; but, as there are only 7<br />

5 3 6 7<br />

figures in the product, we prefix<br />

17 6 8 9 5 ciphers to make the 12 neces-<br />

.000002352637 sary decimal places in the final<br />

{b)<br />

product.<br />

301.011* = 301.011 X 301.011 X 301.011 =<br />

301.011<br />

301.011<br />

27,273,890.942264331. Ans.<br />

Since there are 3 decimal<br />

places in the multiplicand<br />

3 01011 and 3 in the multiplier, we<br />

3 01011 must point off 3 + 3 = 6<br />

3 010110 decimal places in the first<br />

9030330 product.<br />

90607.622121<br />

3 01.011 Since there are 6 decimal<br />

90607622121 places in the multiplicand<br />

90607 622121 and 3 in the multiplier, we<br />

906076221210 must point off 6 + 3 = 9<br />

718228663630 decimal places in the final<br />

27273890.942264331<br />

product.

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