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The associative property for subtraction is true for the rational numbers 2/11, 3/11, 9/11?

Answers (1)

D Deependra Verma

For checking Associative property we have to prove whether $(frac211-frac311)-frac911$ equal to $frac211-(frac311-frac911)$ or not

$L.H.S.$

$= (frac211-frac311)-frac911$ $= (frac-111)-frac911$ $= (frac-1011)$

$R.H.S.$

$= frac211-(frac311-frac911)$ $= frac211-(frac-611)$ $= frac811$

$L.H.S. ; ; not ; ; equal ; ; to ; ; R.H.S.$

So,The associative property for is not true for subtraction of the rational numbers

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