How does the graph of 𝘨(𝘹)=𝟥(𝘹−𝟦)+𝟩g of , open x close , equals 3 . open x minus 4 close . plus 7 compare with the graph of f? Enter your answer.

Answer 1

Let's pretend your question is this:

How does the graph of 𝘨(𝘹)=𝟥(𝘹−𝟦)+𝟩 compare with the graph of f(x)?

Without knowing anything about f(x), let's talk about g(x) first. It can be rewritten as g(x)=3x-5 and that is the standard form of a line. The slope is 3 and the offset is -5. I suggest comparing the 3 and -5 to similar coefficients of f(x).

If f(x) is also a line, the two will have similar (or different) slopes and offsets. Compare those values.

If f(x) is a constant, you might suggest g(x) varies with x, "f" does not

But since "f" could be absolutely anything, I can't give you a concrete answer. I'm just trying to help based on my best guess given the wording of the question.