PLEASE HELP
Which of the following represents the graph of f(x) = 2(x + 3)

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- anonymous

PLEASE HELP
Which of the following represents the graph of f(x) = 2(x + 3)

- chestercat

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- anonymous

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- anonymous

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- UsukiDoll

hi. Whenever you see a () and depending on the sign you are shifting left or right
if you see a + in the () you are moving left
if you see a - in the () you are moving right

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- UsukiDoll

() <- parenthesis

- anonymous

ohh ok thank so it would be this right?

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- UsukiDoll

(x+3) means we're moving left by 3 units
do you have the original graph with you or do you have a question that just says "Which of the following represents the graph of f(x) = 2(x + 3)"

- anonymous

no it just ask me, "Which of the following represents the graph of f(x) = 2(x + 3)" and gives me four graphs

- UsukiDoll

ok... I only see 3 graphs attached

- UsukiDoll

I'm missing a graph.

- anonymous

here

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- UsukiDoll

ok the answer is really not that one... that's shifting up 3 units and we can't have a parenthesis

- UsukiDoll

http://assets.openstudy.com/updates/attachments/5590bce2e4b0058b2bb7418d-marcorie-1435548965102-math.gif <-- appears that I'm going down 3 units. Not this one either

- UsukiDoll

and it's the wrong sign too. I would've had a - for down

- anonymous

oh ok so it has to be the third one?

- UsukiDoll

I was comparing carefully between the first and this one
http://assets.openstudy.com/updates/attachments/5590bce2e4b0058b2bb7418d-marcorie-1435549126870-math.gif
but it seems like it's right. I'm just double checking the coordinate points.. then again anything that is shifted to the left by a lot should be right

- UsukiDoll

blah I meant between the second and third..
looks like the second one is the original and there are graph shifts

- UsukiDoll

first and fourth are out...

- anonymous

ok thank you i think its the third also

- UsukiDoll

yeah.. because the first and fourth were obviously not shifting to the left.. I see up and down

- UsukiDoll

it was kind of hard because f(x) =2(x+3) is actually a line

- UsukiDoll

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- anonymous

yeah when i looked it up it showed a lin.

- UsukiDoll

ahhahaha those guys gave the wrong function XD!

- anonymous

i used the same website

- UsukiDoll

oh cool. I had to use that site once last year for Partial Differential Equations D:

- anonymous

anyway thank you so much :))))

- UsukiDoll

you're welcome :)

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