Question

please!!!!!!

Answer 1

@bmp

Answer 2

Did I got the one similar to this right yesterday? :-O

Answer 3

yep! the only questions i got wrong were ones you didnt answer! ahah

Answer 4

Also, anyone that could help with this!?

Answer 5

If I did it right, I think N is at the point (1,8) and O is at (-5,8). Do you have options for the answers? I did similar to the last one. Draw the point M, notice that, if MN has length 14, it has 2 times the length AB, so everything should be doubled. Conclude from there.

Answer 6

P is (-10,-4). The x-coordinate remained constant for Q (-4,-4) and y is +4, comparing to C(-4,-8). So, B is (-10, -8) implies that P is (-10,-10)

Answer 7

implies that P is (-10,-4)*

Answer 8

No. :(

Answer 9

That wans't correct? :-(

Answer 10

Neither?

Answer 11

whats the other choice?

Answer 12

No, I mean, neither of the questions?

Answer 13

i a sorry! I was looking at the second question, totally forgot i posted the first one.

Answer 14

what was your 1st answer

Answer 15

N (1,8) and O is at (-5,8). But I think there's a catch, I don't know the trapezoid should flip downwards or to the left.

Answer 16

Yeah theres a catch so its like too confusing!!!!

Answer 17

i think O is 7,8

Answer 18

That makes sense, too. The rotation would be to the right. Thing is the distance has to be 6, but there are two directions for it.

Answer 19

@TuringTest Mind help here mate? :-) My geometry is not at all good.

Answer 20

gah, helping*

Answer 21

N 1,8 is a possible answer.

Answer 22

@Hero ?????

Answer 23

I'm not so good with geometry either
Hero is though

Answer 24

The vertex N will be located at (1,8) and vertex O at (7,8) . Verify if this is right. If yes, I will tell how I got this.

Answer 25

@shivam_bhalla I thought this also, but why it should be, say, 7,8 rather than -5,8? Isn't the distance the same?

Answer 26

Basically, they have used the term "similar" . Now according to me , this term "similar" is used in the context of similar triangles. Our answer should be right because the new triangle defined by MNO would be similar to the triangle ABC. However, this cannot be the answer with O as -5,8 because the similarity of triangle would be disobeyed. This is how I support my answer

Answer 27

@bmp

Answer 28

Makes perfect sense. I have to draw things more carefully when dealing with geometry :-). Thanks for the explanation :-D

Answer 29

@shivam_bhalla could you check this please? http://openstudy.com/study?login#/updates/4fa18c3fe4b029e9dc32855f

Answer 30

I'm actually in the middle of doing something else at the moment. I can post a solution later.

Answer 31

we solved it. :P

Answer 32

Oh, well great then :)

Answer 33

Thank you for commenting though!

Answer 34

@computergeek123 , the link you gave me is of the same page as of this topic.

Answer 35

http://openstudy.com/study?login#/updates/4fa196ffe4b029e9dc329371