On the coordinate plain, the y-axis has negative numbers. The point would be (0,-1) a horizontal line.
2006-10-22 13:12:30
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answer #1
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answered by Caffeinated 4
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To graph y=-1, go down 1 line from the x-axis, and draw a line. The coordinate is (0,-1)
Hope this helps,
Brian N.
2006-10-22 20:13:20
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answer #2
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answered by Brian N 2
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This graph will be a straight line parallel to x axis and intersecting y axis at -1
2006-10-22 20:16:05
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answer #3
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answered by Abhay L 1
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Draw a straight line like this:
----------------------
on the graph where y=-1. The line should go from left to right on the graph. Simple as that.
2006-10-22 20:19:30
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answer #4
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answered by nighthawk_842003 6
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Draw one tick mark down on the Y axis. That is -1.
Then draw a straight line from one of the left to right that runs right through that tick mark.
Keep in mind that it is completly parallel to the Y=0 so it will NEVER go through Y= anthing else.
2006-10-22 20:13:43
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answer #5
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answered by chickenpoo 2
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Simple.
Y=1 is graphed like this: /
So y=-1 is graphed like this: \
2006-10-22 20:11:59
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answer #6
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answered by Shawn R 2
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There should be a y axis and an x-axis. In your case do we need to assume that your x axis is zero? then on your graph just mark your point along the y axis going down one point.
2006-10-22 20:32:43
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answer #7
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answered by inday 1
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You can not graph y by it's self. First you have to figure out what x is, then graph the the coordinates (x,y).
Hope this helps!
2006-10-22 20:11:52
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answer #8
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answered by fizzybubbles:-) 2
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its a straight line, that runs through the y axis at -1. The line is parallel with the x axis.
2006-10-22 20:18:24
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answer #9
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answered by misterkelsey 1
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Y = -1
=> X varies from -ve infinity to +ve infinity (all values of X) ...(1)
=> Y has a constant value of -ve 1 throughout .....................(2)
From equation 1:
The line is a straight line for all slopes except at 90 degrees (i.e. X axis)
From equation 2:
The line has to be parallel to X axis, cuz only then the value of Y will remain constant. ........................(3)
From equations 1,2,3
we get a straight line, parallel to X axis at a distance of unit 1 on -ve Y (i.e. below the origin)
(refer the figure)
2006-10-22 20:20:44
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answer #10
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answered by ? 2
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