helllllllpppppp pleaseeeeeee will fan and medal
Compare the graphs of the inverse varations by comparing asymptotes, similar reflections, and quadrants.
\[y=\frac{ -0.7 }{ x }\] & \[y=\frac{ -0.9 }{ x }\]
I would say graphing would be the easiest way to solve this equation,,
this is all that I was given for the problem...
So they are reflected versions (over the x-axis) of y = 1/x
They are also compressed a bit compared to y = 1/x, although, y = -0.7/x is a bit more compressed than y = -0.9/x
If you graph it, it will solve it's self
It goes through the quadrants 2 and 4
the vertical asymptotes of y=-0.7/x and y=-0.9/x are both x = 0 because of that same reason
similarly, the horizontal asymptotes are y = 0 a graph will help see this and you can find the domain of the inverse to get the same thing
this is starting to make more sence thank you
You're welcome! :)
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