When x is a fraction less than 1, 1/x is greater then 1 always sometimes or never?

when x is a fraction less than 1, 1/x is greater then 1 always sometimes or never ?
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1 Answer

1/x is bigger for x>0 & x< 1

kant divide bi 0=not legal

if x< 0 yu hav negativ anser.  as absolute value(x) get big, 1/x approach ZERO

so 1/x is smaller for sum negativ x's

remember, -777 is frakshun < 1  (-777/1)

1/-777=-0.001287   that is > -777

Statement is true sept for x=0
by

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