By graphing the given function. See the attached figure.
We can conclude the following
1. both of them is a rational function.
2. both are not defined for x = 0
3. both have the same symmetry axis: y = x
4. both have the same asymptotes: the y-axis, i.e. y = 0
5. they never touch one to each other
<span>6. y→0</span> as <span>x→±∞</span> for both equations
<span>7. y→+∞</span> as <span>x→<span>0−</span></span> and <span>y→−∞</span> as <span>x→+0</span> for both equations
8. both of them can be obtinad from the parent function using the scales -0.2 and -0.3
9. the function <span><span>y=<span><span>−0.2/</span>x</span></span> is closer to the origin than <span>the function y=<span><span><span>−0.3/</span>x</span></span></span>
</span>