Question

Can someone please help? I'll give medals!

Answer 1

what do you need help with @lalala0726

Answer 2

Given the function f(x)=3(x-3)^2+2 Indicate the shifts that will affect the location of the vertex, & explain what effect they will have. Use complete sentences.

Answer 3

@morganchavaz

Answer 4

ok hang on givve me a moment n ill figure it out :)

Answer 5

F(x+4)
F(x)+4
F(4x)
4*f(x)

Answer 6

Thanks so much!! Just incase, here's what the question looks like :)

Answer 7

Have you figured anything out? @morganchavaz

Answer 8

@morganchavez

Answer 9

yes lol hang on im lookin at the image

Answer 10

Ok thanks so much!

Answer 11

no problem lol im not in ap math but i know how to do this lol

Answer 12

Ok, could you please help me out? I really need to hurry too. I'm babysitting and need to turn this in haha

Answer 13

direction:opens up
vertex:(3,2)
focus:(3,\[\frac{ 25 }{12 }\]
axis of symettrey :x=3
directrix:y= 23/12

Answer 14

hang on not done n ok im goin as fast as i can

Answer 15

Ok thank you, I still don't really understand.. How should I word this on the problem?

Answer 16

i am working them all out the options that you gave me are suppose to be plugged in to the equaton so im doing that right now and your suppose to write in complete sentences what / how will it affect the vertex so ill solve all of them and send you the answers n then ill write them out for you :) ..... sound good ? and i am trying to hurry as fast as i can

Answer 17

Ok thank you soooo soooo sooo much! You're amazing!

Answer 18

ok i got it hang on

Answer 19

#1.f(x+4)......f(x)=3((x+4)-3)^2+2......the transformation would then be
horizontal shift = Left 1 unit
vertical shift: up 2 units
reflection bout the x-axis : none
reflection about the y-axis : none
vertical stretch: stretched
vertex(1,-2)

#2. f(x)+4... vertex = 5
direction : opens up
vertex: (3/4,2)
#3vertex:(3/4,2)
#4 vertex 5

Answer 20

to start out with my original vertex was (3,2). so i plugged my first option f(x+4) in to my original equation f(x)=3(x-3)^2+2 and my vertex that i got was, (1,-2) so my vertex decreased . on option two i did the same thing and i got a vertex of (5). so my vertex increased from (1,-2) to (0,5). for option number 3 i got a vertex of (3/4,2) so my vertex some what decreased from (0,5) to (3/4,2). for option number four i got the same vertex as option number 2 (0,5) so it increased again. all to say that theses equations dont all give me the same vertex . the vertex kept increasing and decreasing but as a final option numbers 2 and 3 had the highest vertex.

Answer 21

ok thats is all @Lalala0726