Question

*Fan & medal*
Identify the points corresponding to P and Q.
P'(1,0) Q'(2,3)
P' (5,0) Q' (2,3)
P'(5,0) Q'(4,3)
P'(4,0)Q'(4,3)

Answer 1

Please explain this to me, I have had a bunch of questions like this and was told that the answer is just the coordinates but I know that's not true. Any help will be greatly appreciated.

Answer 2

if i am reading it correctly, P is \((3,0)\) and Q is \((6,3)\)

Answer 3

How do I figure it out? I would like to know how to do it for future problems. :3

Answer 4

the question is incomplete , as far as i can tell

Answer 5

there must be something more to this problem that i cannot see
for one thing, that is none of your choices and in any case it does not ask for P and Q it asks for P' and Q' which are not clear from the question

Answer 6

I posted exactly what the question says... Its in a unit that teaches about Quadratic Functions and Parabolas.

Answer 7

it is impossible to guess what it means
there must be some instructions or text first

Answer 8

This is all it says...
Identify the points corresponding to P and Q.
P'(1,0) Q'(2,3)
P' (5,0) Q' (2,3)
P'(5,0) Q'(4,3)
P'(4,0)Q'(4,3)

Answer 9

what does the text above it say?

Answer 10

Above what...?

Answer 11

The only thing it says is what I posted and it has that graph with it.

Answer 12

what you just wrote
the question as it stands makes no sense
there must be some sort of set up

Answer 13

I will take a screenshot and post it...

Answer 14

k

Answer 15

I had to blur out the personal info.

Answer 16

well you are right, there are no instructions at all
no idea what you are supposed to do, unless question one gives instructions for all of them
quite idiotic really

Answer 17

No, the other questions are completely different from that one. :/

Answer 18

Thanks for the help though...

Answer 19

sorry

Answer 20

It was more help than anyone else gave lol.

Answer 21

I found this and figured out how to do it!!! :)
http://it.pinellas.k12.fl.us/Teachers5/kelleya/files/182E6B40B3844096BE0E7CBAF0CD0333.pdf

If you don't want to go to the link ( I wouldn't xD) it basically says that the point straight across the parabola is the corresponding point. SO the answer to this would be, P' (5,0) Q' (2,3)