The whether each relationship is an inverse variation? Help!?!?!

Question

nubeer · Answer

ahh no one can help if u dont post all the information regarding the question.

anonymous · Answer

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jim_thompson5910 · Answer

if you can show that xy = k for some fixed value of k, and this is true for all the x,y pairings in the table, then it's an inverse variation

anonymous · Answer

in an inverse variation, as the value of one variable increases, the value of the other variable decreases......

anonymous · Answer

but the only reason why i would not call this a fully inverse variation is because of the last part. where actually x value has decreased then even Y value has decreased,