It's 2/3.
What you do is express the equation in "standard form," that is as:
y = m x + b.
Here, ' m ' is the SLOPE (how much y increases for unit increase in x), and ' b ' is the ' y-intercept ,' that is, the value of y on the y-axis at which the line crosses it. (x = 0 defines the "y-" or "vertical" axis on a graph.)
The 'normal form' for the equation 2x-3y=18 is:
y = (2/3) x - 6,
hence the slope is 2/3. QED.
Live long and prosper.
2007-02-08 15:09:19
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answer #1
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answered by Dr Spock 6
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Rearrange 2x-3y=18 as (2x-18)/3=y or y=(2/3)x-6. Compare it with y=mx+c where m is the slope of the line. So what is the slope?
2007-02-08 15:11:42
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answer #2
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answered by Mau 3
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Now y-2x-3=0 shall we make it into y=2x+3 in case you opt on a short way, slope = 2 and intercept = 3. lengthy way: to discover the slope, positioned 2 values of x with the form of one million. enable us attempt to positioned x = 0 and a million. Then y = 3 and 5. So the slope is 5 - 3 = 2. (slope = upward push/run) to discover the intercept, positioned x = 0 --> y = 3. So, The slope is two and the intercept is 3.
2016-12-03 22:34:25
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answer #3
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answered by Anonymous
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put in to y=mx+b form
2x-3y=18
First add 3x to each side
2x=18 + 3y
next subtract 18 from each side
2x-18=3y
finally divide by 3
(2/3)-6=y
ta da!!!!!
y=(2/3)-6
2007-02-08 15:17:11
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answer #4
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answered by bans224 1
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1.Put into SLOPE INTERCEPT form; y=mx+b
2x-3y=18 (you want y to left of the equal sign)
-2x.... ..-2x
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-3y= -2x+18 now divide -3y through whole problem
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-3 -3 -3
y= 2/3x - 6
mx=slope so your slope is 2/3x
2007-02-08 16:15:19
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answer #5
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answered by marie 3
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put it into y=mx+b form(Slope intercept form) m=slope
2007-02-08 15:09:10
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answer #6
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answered by schs_spartan 3
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http://library.thinkquest.org/10030/6soal.htm
shows the equation and an example
2007-02-08 15:14:42
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answer #7
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answered by DYNOMITE in Small Package 1
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