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sketch the graph y =1/x+4
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\[\frac{1}{x+4} \ or \ \frac{1}{x} + 4\]
how does the graph go
They are both hyperbolas, with different asymptotes and centers
that i know, but what governs the direction of these hyberbolas and from where do they start
What I did was to find a graphing tool to make a plot. What the "sketch" part of the question means is to have an idea about the form from the equation, and find a few points that fit the curve. You still haven't answered my very first question?
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Assuming it's the second one \[y = \frac{1}{x} + 4\] \[xy = 1 + 4x\] So these are not "east-west" or "north-south" but angled like xy=1 Notice that x can never be equal to zero y can never be equal to 4
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