can anyone help me on #8 ? inverse variation or direct variation? and is #9 right I belive it is

#8 is kind of a handful. But if you just look at what 'y' is doing as 'x' increases ... no matter where you look, 'y' is always decreasing whenever 'x' increases, so that's certainly not a 'direct' relationship.
#9 is correct. Good work.

Answered by AL2006 | 2024-06-10

For #8, if 'y' decreases as 'x' increases, it's an inverse variation. #9 may be correct as long as your reasoning aligns with the problem's requirements.
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Answered by AL2006 | 2025-05-16