Question

ugh :(

Answer 1

whats the question

Answer 2

@DaBest21

Answer 3

im here

Answer 4

Can you look over my question please?

Answer 5

i am

Answer 6

well first can u find the negative rciprocal

Answer 7

-2?

Answer 8

wait never mind i got a different answer than the choices

Answer 9

@welshfella

Answer 10

Can someone help me?

Answer 11

@jigglypuff314

Answer 12

@jrc5101520 @Miracrown

Answer 13

@SolomonZelman

Answer 14

@welshfella

Answer 15

I think the answer is A

Answer 16

@Owlcoffee @sleepyhead314

Answer 17

@TheSmartOne @Teddyiswatshecallsme

Answer 18

@IrishBoy123

Answer 19

@I_love_my_nieces

how are we going to do this?

Answer 20

I don't know that is why I posted it

Answer 21

so straight lines are ordinarily described as \(y =mx + c \)

or as \(y-y_o = m (x - x_o)\)

i think you are experiencing the latter.

Answer 22

the latter?

Answer 23

\(y-y_o = m (x - x_o)\)

\(m = \dfrac{y-y_o}{x-x_o}\)

Answer 24

the latter means the last said

Answer 25

I know I PMed you

Answer 26

OK so what will my answer be

Answer 27

@M0j0jojo

Answer 28

Is it option A?

Answer 29

Guys I really need this answer ASAP

Answer 30

You just take the perpendicular slope. everything else stays the same. the original slope is 8/3 the and perpendicular slope is -3/8. So the answer will be \[y-3=\frac{ -3 }{ 8 }(x+2)\]

Answer 31

You're given the equation of a line. Your job is to extract the slope of the given line and from it obtain the slope of a line perpendicular to the given line. Can you do that?

The slope of the given line is ___________

The slope of a line perpendicular to the given line is the negative reciprocal of the slope of the given line.

OK so far?

Answer 32

M0j0jojo's approach is interesting and will "work." But you still need to understand that if two lines are perpendicular, their slopes are negative reciprocals of one another.