please help will medal but dont give me a wrong answer so you can just get a medal
ok looking at g(x) lets make an assumption, that (-1,-1) is related to (0,1) from f(x) and that (0,1) is related to (1,3) from f(x)
now, first, just looking at the (-1,-1) and (0,1) what transformation must you do in order to go from (0,1) to (-1,-1)?
i dont know
horizontal?
well, if you have a starting point of (0,0) and you move horizontally 1 unit to the right, then the corresponding point would be (1,0) right?
if you moved vertically 1 unit down from (0,0), then the corresponding point would be (0,-1) right?
i guess
ok, then if you want to go from (0,1) and want to go to (-1,-1), how many units horizontally and vertically do you need to go? if you cant do it in your head, i suggest drawing it
and in which direction?
i dont know 1 unit hor and 2 unit vert
left or right, up or down?
left 1 unit and down 2 units
hmmmm ever got g(x) ?
it'd help if you knew what \(\bf 3^x\) looks like though http://fooplot.com/#W3sidHlwZSI6MCwiZXEiOiIzXngiLCJjb2xvciI6IiMwMDAwMDAifSx7InR5cGUiOjEwMDAsIndpbmRvdyI6WyItNS42MjQwMDAwMDAwMDAwMDA2IiwiNC43NzYiLCItMC4xMzE5OTk5OTk5OTk5OTk5NSIsIjYuMjY4Il19XQ--
so... how's g(x) "shifted" from the original then?
-1? @jdoe0001 if -1 would the equation for getting g(x) would my answer be g(x)=3x-1?
hmmm how come is 3x -1? what shifts in it makes it so?
idk i just gonna guess and submit my answer i just have been on this test for more than 2-3 hours thanks for the help
eh i was close lmao THE RIGHT ANSWER is g(x) = (3)(^x+1)-2
heehe
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