Question

two coordinates for y= -2? help please c':

Answer 1

can u explain more...

Answer 2

@whpalmer4 can u help her

Answer 3

Select the coordinates of two points on the line y = -2.
a) (2, -2) , (-2, 2)
b) (-2,-2) , (-2, 0)
c) (2, -2) , (0, -2)
d) (-2, 2) , (-2, 2)
That's the question and choices.

Answer 4

well, any value of x will do, so long as it is coupled with a y value of -2

Answer 5

just remember that it's (x,y)

Answer 6

Ugh, lol what do you mean i'm kinda slow at match x)

Answer 7

So with a coordinate in the form (x , y) you need 2 of them that have y = -2

so your answer will have (x , -2) (x , -2)

Answer 8

Note, it doesn't matter what the 'x' is...as long as it is (x , -2) and (x , -2)

Answer 9

but, none of my choices have -2 as the y value?

Answer 10

a) (2, -2) , (-2, 2)
b) (-2,-2) , (-2, 0)
c) (2, -2) , (0, -2)
d) (-2, 2) , (-2, 2)

Answer 11

Are you sure?

(x , y)
^
the -2 would be here

Answer 12

omgggg, so it's c?

Answer 13

Yes it is C :)

Answer 14

lol, sorry i'm kinda slow (x and thanks (:

Answer 15

Don't worry about it...you still got it :)

Answer 16

thanks @johnweldon1993 and @whpalmer4 for helping her out :)

Answer 17

thanks chriss! (:

Answer 18

no prob ;)

Answer 19

wait, can you guys help me with another one?

Answer 20

Write the equation of the line that is perpendicular to the line y = \[\frac{ 3 }{ 2}\]x + 4 and passes through the point (-6, 3 )
A) Y=\[\frac{ 3 }{ 2 }x - 1\]

Answer 21

B) \[\frac{ 3 }{ 2 }x +3\]
C) Y= \[-\frac{ 2 }{ 3 }x -1\]
D) Y= \[-\frac{ 2 }{ 3 }x + 3\]