ALGEBRA 1, PLEASE HELP. REWARDS WILL BE GIVEN. The graphs of functions f(x) and g(x) = f(x) + k are shown below: graph of line f of x going through ordered pairs 0, negative 2 and 2, 2. Graph of line g of x going through ordered pairs 0, 2 and 1, 4. The value of k is ___. Numerical Answers Expected! Answer for Blank 1:
Is the question complete? Just wondering since the blue asks box trails
no that's the full question. @Sadworld
I see now, give me a moment
okay. take your time. :)
f(x) = (x+k)+k f(x) = x+2k 0+2k = -2 (x, y of first order of pairs) k = -2/-2 k = -1
thank you so much!@Sadworld
wait, a min. Still proving
You got an answer sheet?
yes.
So -1 is correct?
no
Okay, lemme try another version.
I got the substitutions wrong. f(x) = y so f(x) = f(x) + k -2 = -2 + k (y coordinate of the first pair) k = 1
@Directrix @ganeshie8
hi Directrix, so I end up with k = 1. Wondering if I got it right.
No diagram?
|dw:1419958476699:dw|
@Sadworld Did you get the equation for f(x) to be y = 2x -2 ?
mmm... I got on my first try f(x) = x + 2k; On the 2nd try f(x) = y + k
And, the equation of g(x) = 2x + 2. From -2 to + 2 = 4 units for k but I need to make a graph because k may be -4.
One part of the problem I encounter is the question. So [f(x) = f(x) + k] is wrong?
Look at the attached graphs from the Wolf. http://www.wolframalpha.com/input/?i=y+%3D+2x+%2B+2%2C+y+%3D+2x+-+2
I knew it, I misunderstood the question.
I know what you are saying. That is why I asked to see the graph that came with the original problem. f(x) and g(x) = f(x) + k are the two graphs. This is not part of the problem: [f(x) = f(x) + k]
If the OP will post the original diagram, I'll reconsider. If not, I'm sticking with k = 4. It is as correct as I can figure. What do you think @Sadworld and what does @grunge101 think. Offline, it seems.
@kittiwitti1 Let us hear what you think, okay? All ideas are welcome and appreciated.
I agree with you, I just jumbled to the question and thought that part was included to the whole thing.
I'm only on this to avoid getting repeated notifications about this question.
Lol I'm not inputting anything.
lols
OP will be so pissed to see all the additional chatter *laughs*
Look at my "wolf" graph. @kittiwitti1 The two functions are parallel and 4 apart?
I'm not saying that our OP did this but many OPs post a question and then run off.
Wolf graph?
Ah, that.
I am not participating in this. I am only here to minimize the notifications I get from this question lol
Sorry to be a bother. *bows*
I don't understand that @kittiwitti1
You get computer messages if you participate in a question, participate in many you get overloaded by computer generated messages ie Spam
Pretty much what Sadworld said, yes.
Yes. But, I did not see the KW's name pinged in the thread. The OP did not ping me over here either.
I asked Kitti for referrals since I only have 3 names i can refer
Yep. :p
Look at this. I found the solved problem AND the original diagram. http://openstudy.com/study#/updates/5398778de4b03871bbf0b21e
>>I asked Kitti for referrals since I only have 3 names i can refer I have seen people ping 12 people at the time. Why are you limited to three?
My god, you actually spend time to dig it up o.o dedication.
@Directrix I only ping people I know who are good ;)
Well, that is flattering.
We can close this up now with a big FOUR, can't we?
Correct.
The answer is \[k = 4\]
Let's go here and help. http://openstudy.com/study#/updates/54a2debee4b0a96030d794d1
Join our real-time social learning platform and learn together with your friends!