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2007-09-27 18:31:13 · 8 answers · asked by Jennifer L 1 in Science & Mathematics Mathematics

8 answers

Graph consists of two straight lines that meet at (0 , 2).
Gradient of lines are 1 and - 1.

2007-09-28 03:42:07 · answer #1 · answered by Como 7 · 1 0

The graph of an absolute value looks like a V, with the point at the origin. Adding a constant to x shifts the curve to the left. So you would draw a V with the point at (-2, 0).

2007-09-28 01:36:40 · answer #2 · answered by Anonymous · 1 0

well the graph of an absolute value looks like a V, with the point at the origin. Adding a constant to x shifts the curve to the left. So you would draw a V with the point at (-2, 0). good question good luck . -B-

2007-09-28 01:59:21 · answer #3 · answered by bubbles 3 · 0 1

the graph will look like a "V" with the bottom point of the "V" at the point (-2,0).

The line will have a slope of -1/1 down the the point coming from the left, and a slope of 1/1 going up from the point to the right.

remember slope is rise/run.

so down one right one for -1/1
and up one right one for 1/1

2007-09-28 01:35:40 · answer #4 · answered by DK3 1 · 0 1

It basically ends up looking like a V. The bottom of the V would be at (-2,0) and then it would go upwards with a slope of 1 (or -1) from that point.

I'm not sure if that's very clear... sorry if it isn't.

2007-09-28 01:36:58 · answer #5 · answered by RustyL71 4 · 1 0

y = x+2 if x>=-2
y = -2-x if x<-2

This can also be done by plotting y=x+2 first, and plotting the mirror image (wrt the x axis) of the section left to y=0.

2007-09-28 01:36:12 · answer #6 · answered by Anonymous · 1 0

just start plotting points since your eq. is in the form of y=ax+b then you can pick any x you want plug it in and you get your y coordinate for example:
the bars on the end are absolute value meaning after plugging in your x and adding 2 then just make it positive

(0,2), (1,3), (2,5), (-1,1), (-2,0), (-3,1),(-4,2)

2007-09-28 01:36:28 · answer #7 · answered by jdale18 2 · 0 0

they are stupid to teach such a thing

2007-09-28 01:34:32 · answer #8 · answered by Jack K 2 · 0 2

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