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Can you explain how we get the range of {x}/1{x} as (0,0.5]

Tanvir Ahmed , 11 Years ago

Grade 11

1 Answers

Arun Kumar

Last Activity: 11 Years ago

Hi
$\\$ whenever this comes we take advantage of range of \{x\}$ \\ 0 \leq \{x\}<1 \\$since your expression is not corectly expressed i assume$ \\$you want range of $\frac{\{x\}}{1+\{x\}} \\$if you put the range you can easily see$ \\0 \leq \frac{\{x\}}{1+\{x\}}<\frac{1}{2} \\\frac{\{x\}}{1+\{x\}} \in [0,0.5)$

Arun Kumar, Btech, IIT delhi, Askiitians Faculty

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