Help on an Algebra 1 graphing question?
@Hero
@Kainui
@perl
@dan815
just partition the graph so that you get BC in its own little space ...
here is one way to divvy up the grid so that B and C are in their own space.
ahh im sorry, can you walk me through it? im really confused. is that supposed to be the shaded region im working with?
get B and C into their own little space; the the definition of inequalities will hav ethem in the required shaded region yes
define 2 lines that divide up the space ...... you need to now how to form lines on a graph and then represent them with an equation .... are you capable of that?
graphing is my weakest point so I probably know how to do it im just not very good :/ would I have to find the points of B and C to get the inequality?
youll have to know what they are to prove they satisfy it, but not necessarily to create it
heres a set of 2 more lines that work
and another
do you understand the first concept ... drawing a set of lines so that B abd C are seperated from everything else.
yes i understand that part. they're just lines though, right?
just a set of lines that fit the instructions yes. can you show me what you think would work? keep in mind that you are also going to want to define the lines afterwards so you might want to keep it simple
ill show you my simplest idea if you can tell me yours :)
i think that the second set of lines you sent will work? only because i see more room to work with
x > 0 y < 2
now if we want to have x and y spots for a given point: 1x + 0y > 0 0x + 1y < 2 these are valid definitions right?
yes i think so
well if youwant to use something else, then you can ... but lets at lest use this to process the rest of the results
Part A: Using the graph above, create a system of inequalities that only contain points B and C in the overlapping shaded regions. Explain how the lines will be graphed and shaded on the coordinate grid above. (5 points) how would you do this? ...and wheres my 5 points?
lets do: x >= 0 y <= 2 that way we can just use solid lines .. unless you like dotted lines?
solid lines are fine
solid lines represent all the points on a line ... all the points that are equal to the line therefore we express the inequality with a certian measure of equality to it. so, how do we draw these lines and shade them?
would that be using the < or equal to symbol?
<= or >= yes
\[\le~or~\ge\]
so to draw the lines you would need to input an equation?
no .. you would need to describe how to make the line which is most likely what your previous lessons have covered in detail. for example: the line x >= 0 is a solid vertical line drawn thru x=0. Since we want to represent all the points that have an x greater than 0 .... we shade the right side of the graph. |dw:1429494811288:dw|
what would the description of the other line be?
for y?
or for the other side of the graph
we are describing how to draw a line, and shade the appropriate area. i demonstarted how to work if for x >= 0 now the other line is .... y <= 2, proceed
so would it be x<=0?
no
i described how to draw the line and shade the appropriate area like this: the line x >= 0 is a solid vertical line drawn thru x=0. Since we want to represent all the points that have an x greater than 0 .... we shade the right side of the graph. the other line is y <=2 and i want you to describe it and its shaded area for me.
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