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an equation passes through a point when this point achieves that equation
substituting x=0 and y=6 in the equations results the following:
y=6x+8 --> 6 = 6*0 + 8 --> 6=8 -> wrong
y=6x+6 --> 6 = 6*0 + 6 --> 6=6 --> right
y=8x+4 --> 6 = 8*0 + 4 --> 6=4 --> wrong
(I think that you repeated the last equation)
so the only equation that passes through (0,6) is y=6x+6

2006-07-02 20:10:09 · answer #1 · answered by (¯`'•.¸ jojofafa ¸.•'`¯) 3 · 0 0

y=6x+6

2006-07-02 19:20:10 · answer #2 · answered by ucd_grad_2005 4 · 0 0

a million)Equation a million and a couple of are an identical (equivalent!) the two equation #a million and equation #2 symbolize the line that passes via the two given factors. 2) x = 4 3) x-intercept = (2, 0); y-intercept = (0, -6) 4) y + a million = 5(x + 2) 5) a million 6) some thing incorrect 7) y = -3/2x 8) some thing incorrect 9) 23 adults and 0 childrens

2016-12-08 15:09:36 · answer #3 · answered by bucks 3 · 0 0

okay, all of these follow y=mx+b, right?

m is the slope of the line,
b is the y-intercept (0,b)

so, lets look at the y-intercept and the closest two coordinates for all these equations

6x+8:
(-1,2) (0,8) (1,14)

6x+6:
(-1,0) (0,6) (1,12)

8x+4
(-1,-4) (0,4) (1,12)


6x+6 is the only line that goes through (0,6)

2006-07-02 19:27:39 · answer #4 · answered by Anonymous · 0 0

y=6x+6

just plug in the coordinates and whichever fits is your answer

plug in 0 for x and 6 for y, that is the only equation that works

2006-07-02 19:20:38 · answer #5 · answered by Anonymous · 0 0

y=6x+6, any time it passes the coordinate (0,Y) Y is the constant.

2006-07-02 19:21:24 · answer #6 · answered by Viking Chicken 2 · 0 0

y=6x+6,

2006-07-02 19:20:56 · answer #7 · answered by lc 1 · 0 0

only y=6x+6

2006-07-02 19:19:36 · answer #8 · answered by tswift_2 1 · 0 0

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