- 42·634
- 45·2806
- 2·001
- 54
- 143·9156
Add the different columns together as in common addition, and place the decimal point under the other decimal points.
EXERCISES.
| What are | 1527 + 64·732094 + 2·0013 + ·00001974; | |
| 2276·3 + ·107 + ·9 + 26·3172 + 56732·001; | ||
| and | 1·11 + 7·7 + ·0039 + ·00142 + ·8838? | |
| Answer, | 1593·73341374, 59035·6252, 9·69912. | |
140. Suppose it required to subtract 91·07324 from 137·321. These fractions when reduced to a common denominator are 91·07324 and 137·32100 (138). Their difference is therefore
| 13732100 - 9107324 | , which is | 4624776 |
| 100000 | 100000 |
or 46·24776. This may be most simply done as follows: write the less number under the greater, so that its decimal point may fall under that of the greater, thus:
- 137·321
- 91·07324
- 46·24776
Subtract the lower from the upper line, and wherever there is a figure in one line and not in the other, proceed as if there were a cipher in the vacant place.
EXERCISES.