What effect does "h" have on the parent function y = 1/x?
\[y=\frac{ 1 }{ x }\]
Do you mean f(x-h)
$$\Large f(x-h) = \frac{1}{x-h} $$
Uh, no. The problem just says to find what H does to y=1/x, and it doesn't show that.
what is h?
Honestly, I don't know.
@perl 's interpretation is the most likely one. Are you working on transformation of functions, such as rotations, translations, dilations, etc.?
Radical Functions.
Regrettably, I must leave. I will come back to this at a later time to finish working with this, although you are free to leave an explanation on your point of view regarding the question if you wish. Thanks.
In a function f(x) the transformation f(x)->f(x-h) will translate the graph of the function h units to the right. f(x)->f(x)+k will translate the graph of the function k units up. I suggest you review your notes to get the most out of help here.
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