Question

help asap!!!!!

Answer 1

If I may help?

Answer 2

you may

Answer 3

Thanks

Answer 4

Can you firstly get the slope of CD?

Answer 5

sadly, i can't, i dont have the software

Answer 6

Oh are you using a software to solve such problems?

Answer 7

no, thats why i am here

Answer 8

Ok
Take that
Hope that helps

Answer 9

Got it?

Answer 10

yes, i got C

Answer 11

i mean D

Answer 12

Are you aware of the question?

It needs the slope of the line normal to CD, not the slope of CD?!?!?!

Got it?

Answer 13

?

Answer 14

ooooh so its B?

Answer 15

i mean A

Answer 16

\[m_1*m_{CD}=-1\]
\[m_1*-\frac{ 5 }{ 11 }=-1\]

So that our slope is
\[m_1=-1*-\frac{ 11 }{ 5 }=\frac{ 11 }{ 5 }\]

So it is ...?...

Answer 17

A

Answer 18

You have chosen C then D and the B and finally A

Answer 19

Can we start in new post, please?

Answer 20

why do we need to do that anyway? we can just get all of it done here, make time go faster

Answer 21

As you wish!

Answer 22

@3mar

Answer 23

@pooja195

Answer 24

Where were you?

Answer 25

What did you pick?

Answer 26

@princeevee

Answer 27

Really I need to go within 3 min. Can you help me finishing this question?

Answer 28

i guess its neither

Answer 29

Yes.
but you know why?

Answer 30

not really.....

Answer 31

can we just finish the last one if you are in a hurry?

Answer 32

https://www.desmos.com/calculator/5ehyspc9a2

1st: They have not the same slope, so they are not parallel.
2nd: Their slopes don't satisfy this relation to be perpendicular \[m_1*m_2=-1\]
where \[m_1*m_2=4*-4=-16\]
so they are not normal to each other.
so it would be neither ... nor ...


Hope that helps

Answer 33

thanks

Answer 34

You are welcome!

Answer 35

the last question is above my thanks

Answer 36

@3mar

Answer 37

Can we start in new post, please?

It is too crowded here!