Express the following in the form , where p and q are integers and q is not equal to 0
뮤 0.9999...
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Answer:
Let x=1.999...
Since, one digit is repeating, we multiply x by 10, we get
10x=19.99...
So, 10x=18+1.999...=18+x
Therefore, 10x−x=18, i.e., 9x=18
i.e., x=
9
18
=
1
2
=2
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