nthenic_oftime
  • nthenic_oftime
Graph the solution set of the system of inequalities or indicate that the system has no solution. x ≥ 0 y ≥ 0 3x + 2y ≤ 6 3x + y ≤ 5
Mathematics
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nthenic_oftime
  • nthenic_oftime
Graph the solution set of the system of inequalities or indicate that the system has no solution. x ≥ 0 y ≥ 0 3x + 2y ≤ 6 3x + y ≤ 5
Mathematics
chestercat
  • chestercat
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FireKat97
  • FireKat97
firstly, you're best drawing a x-y plane and graphing x ≥ 0 and y ≥ 0 (remember to shade regions)
anonymous
  • anonymous
sorry i shouldnt of awnsered it for ya
FireKat97
  • FireKat97
@nthenic_oftime do you understand what I mean?

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nthenic_oftime
  • nthenic_oftime
yeah i know what that is.
nthenic_oftime
  • nthenic_oftime
im a little behind and im trying to catch back up how do i know what to shade? once i have the lines
nthenic_oftime
  • nthenic_oftime
@FireKat97 i just dont know which means what as far as shadding? less then equal is below and left of line right ?
FireKat97
  • FireKat97
to know which side of the line to shade you can test any coordiantes which don't lie on that line
nthenic_oftime
  • nthenic_oftime
|dw:1443708649840:dw|
FireKat97
  • FireKat97
so for e.g. if the line was y > x + 2 I can test (0, 0) because zero is an easy number to test and it doesn't lie on the line, so I can sub (0, 0) in for y and x to get 0 > 0 + 2 so 0 > 2 and this is false, so I would not share on the side where (0, 0) lies
nthenic_oftime
  • nthenic_oftime
pardon the bad lines thats hard. i think thi sis how it would look ?
FireKat97
  • FireKat97
|dw:1443708965822:dw| sorry, its this region here
nthenic_oftime
  • nthenic_oftime
in the black?
FireKat97
  • FireKat97
yeah
FireKat97
  • FireKat97
do you see why?
nthenic_oftime
  • nthenic_oftime
oh okay.. thank you:)
FireKat97
  • FireKat97
but do you understand why its only the black part?

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