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Define {x} = x-(floor of x)  . That is to say ,  {x } is the "fractional part" of  x. For example, if you were to expand a positive number  x as a decimal, {x} is the stuff after the decimal point. For example {3/2} = 0.5

Now, using the above definition, determine if the function below is increasing, decreasing, even, odd, and/or invertible on its natural domain:
f(x)=floor(x)-{x}


For each property, write inCreasing, Decreasing, Even, Odd, inVertible in that order (alphabetical).

 Apr 12, 2022
 #1
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The answer is CEV.

 Apr 12, 2022
 #2
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that good

 Apr 12, 2022

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