Select an ordered pair from the choices below that is a solution to the following system of inequalities: 2x + 4y > 8 y > 2x + 3 A. (-2, -3) B. No solution C. (-1, 2) D. (2, 9)
option D as it satisfies the given set of inequalities
can you explain how you solve these type of questions please ?
sketch both the curves first
taking 2x+4y=8 and y=2x+3
i agree with you nitz but we need ti check the signs that is. > and < symlos properly
obviously check out the portion at right common to both the curves]
one simple way is substitute these x and y values in the equation and check the correct ness of > and < symbols i.e are they satisfying them or not
i have no clue what that means. can you show me a formula to solve it ?
i have to trace the graph
like someone said put the graphs and check the point of intersections such that it forms an interval and verify if these ordered pairs are contained in these intervals
there are many ways u can even solve it by equations
if u need to approach in a conceptual way better go with graphical representation
i really really honestly dont get any of this ):
there has to be a formula because they wouldnt give me a question with no graph
are you new to this inequalities stuff?? b'coz it needs a lot of practice and there are several rules to solve such problems
yes.
you need to draw graphs on your own..none of them is gonna provide you..typical and greatest problems of maths are solve by using graphs
ok but what am i supposed to be graphing ? & how ?
you should be graphing the given equations
the equation here says 2x+4y>8 first graph 2x+4y=8 then go for values which are greater than this curve and likewise
@lgbasallote
so is the problem here graphing? or still finding the ordered pair?
|dw:1340006644171:dw| here it is the graph for 2x+4y=8 the arrows pointing upward means 2x+4y>8 and likewise draw for the other equation in the same graph. check the point of intersections and evaluate the results by considering the ordered pairs which you have provided as the options
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