how is the graph of ( y=csc (x - 6) ) transformed from its parent function?\nit is the graph of ( y=csc (x)…

how is the graph of ( y=csc (x - 6) ) transformed from its parent function?\nit is the graph of ( y=csc (x) ) shifted 6 units up.\nit is the graph of ( y=csc (x) ) shifted 6 units right.\nit is the graph of ( y=csc (x) ) shifted 6 units left.\nit is the graph of ( y=csc (x) ) shifted 6 units down.

how is the graph of ( y=csc (x - 6) ) transformed from its parent function?\nit is the graph of ( y=csc (x) ) shifted 6 units up.\nit is the graph of ( y=csc (x) ) shifted 6 units right.\nit is the graph of ( y=csc (x) ) shifted 6 units left.\nit is the graph of ( y=csc (x) ) shifted 6 units down.

Answer

Brief Explanations:

For a function (y = f(x - h)), the graph of the function (y = f(x)) is shifted (h) units to the right. In the function (y=\csc(x - 6)), (h = 6) and (f(x)=\csc(x)).

Answer:

It is the graph of (y = \csc(x)) shifted 6 units right.