Question

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Answer 1

I have to research this first, one sec.

Answer 2

I'll be baaaaaack

Answer 3

tY

Answer 4

x+1 moves the graph to the left 1 unit

Answer 5

https://www.google.com/search?ix=sea&sourceid=chrome&ie=UTF-8&q=graph+3%5Ex+and+3%5E-(x%2B1)+-2#hl=en&sclient=psy-ab&q=graph+3%5E-x+and+3%5E-(x%2B1)+-2&oq=graph+3%5E-x+and+3%5E-(x%2B1)+-2&aq=f&aqi=&aql=&gs_sm=3&gs_upl=7096l7096l0l7525l1l1l0l0l0l0l101l101l0.1l1l0&gs_l=serp.3...7096l7096l0l7525l1l1l0l0l0l0l101l101l0j1l1l0.frgbld&pbx=1&bav=on.2,or.r_gc.r_pw.r_cp.r_qf.,cf.osb&fp=98b04852da312c0e&biw=1261&bih=635&ix=sea

Answer 6

Would the exponent be 3^(-x-1) though for f(x)?

Answer 7

I dont know what you mean

Answer 8

@brinethery ... yes ... I'm getting different graphs ???

Answer 9

oh nm... sorry about that.

Answer 10

I have to plug in values to see which one is right

Answer 11

I don't think google is perfect, I'm sure yours is right. I'll bust out my calculator.

Answer 12

y= 3^x

Answer 13

I graphed 3^-x on purpose. But for g(x), I just typed it differently. g(x) = -2+3x^(-x-1) and it worked perfectly this time.

Answer 14

I know for sure -2 brings the graph down two units

Answer 15

the negative exponent flips the function over y axis
-2 moves the graph down two units

Answer 16

:-) I'm glad you were here b/c kk summoned me and I wasn't sure how to do this at first... it's been a long time.

Answer 17

Yeah I can see that with the -2. Seems like the -1 in g(x) doesn't affect things much.

Answer 18

Flipping the graph and shifting it = close enough ;-)

Answer 19

http://tinyurl.com/6qncrpr

Answer 20

@mathg8 is a great explainer

Answer 21

down 2, left 1 , flipped over y axis

Answer 22

nm, I'll just re-read about them later.

Answer 23

http://tinyurl.com/7ln2u5q

Answer 24

function transformations ...

Answer 25

http://tutorial.math.lamar.edu/Classes/Alg/Transformations.aspx