1. find the smallest multiple of 13 that are greater than 1000
Solution:
Now, `1000/13` is `76` with a remainder of `12`
`13xx76=988`
`13xx77=1001`
So the smallest multiple of `13` greater than `1000` is `1001`
2. find the smallest multiple of 8 that are greater than 100
Solution:
Now, `100/8` is `12` with a remainder of `4`
`8xx12=96`
`8xx13=104`
So the smallest multiple of `8` greater than `100` is `104`
3. find the smallest multiple of 15 that are greater than 1000
Solution:
Now, `1000/15` is `66` with a remainder of `10`
`15xx66=990`
`15xx67=1005`
So the smallest multiple of `15` greater than `1000` is `1005`
This material is intended as a summary. Use your textbook for detail explanation.
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