Question

Line L has equation 2x - 3y = 5.
Line M passes through the point (2, -10) and is perpendicular to line L.
Determine the equation for line M.

Answer 1

A)
2x + 3y = -14
Eliminate


B)
2x - 3y = -26



C)
3x + 2y = -14



D)
3x - 2y = -26

Answer 2

@TheSmartOne ?

Answer 3

@Nnesha

Answer 4

@misty1212

Answer 5

What is the relation between the slopes of perpendicular lines?

Answer 6

what is the relation between 2 perpendicular lines ??

Answer 7

idk

Answer 8

product of slope of two perpendicular line = -1

Answer 9

@cleetus779

Answer 10

@triciaal

Answer 11

2x-3y=5 can u tell the slope of this line ??

Answer 12

2

Answer 13

Make that into the form of y=mx+b

and m will be the slope

Answer 14

first convert it in point slope form

Answer 15

I don't feel like it

Answer 16

@tywower If you are only interested in the final answer, then I'm sorry because I'm here to guide people to the answer not give them the answer.

Answer 17

And also, it is against the Code of Conduct to give answers.
http://openstudy.com/code-of-conduct

Answer 18

I KNOW I KNOW IT's just that I have no memory ON HOW TO DO IT or what point slope is

Answer 19

I told you what point slope form is.

It's in the form of
\(\sf y=mx+b\)

So, this is your question:
2x-3y=5

Just take 2x to the other side, and then divide by -3 to both sides.

Answer 20

@Preetha

Answer 21

Just tagging other users will not help get you an answer.

Answer 22

I'm still waiting right here for you to cooperate. If you don't want to, I'll be on my way to check my 100+ notifications.

Answer 23

do you still need help?