Is this the correct one I choose? B (3,2) Which point satisfies 2x + 3y > 6? a. (3, 0) b. (3, 2) c. (0, 2) d. (0, 0)

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Is this the correct one I choose? B (3,2) Which point satisfies 2x + 3y > 6? a. (3, 0) b. (3, 2) c. (0, 2) d. (0, 0)

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hey! how did you get the answeR ? did you use a calculator ? ja
Yes I did, but the anwser come out to (3, -1) :/
I'm probably WAY off on something here :/

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Other answers:

well you can plugin x and y values if you get true statement then those values of x and y would be correct check \[\huge\rm 3x+2y>6\] (3,2) substitute x and y for their vaues
(3,2) x --- ^ ^ y value
So then I was correct? Or rather I just plug them in...
i just want to show how to check answer :)
aha okay xD
2x+3y >6 x=3 y=2 2(3)+3(2) > 6 solve the left side let me know what you get
awesome! :D You're a great help and okay xD give me a moment. :D
say something it's okay! :P
12?
yes right so 12 > 6 12 is greater than 6
aha sorry I was doing some other work as well xD
okay :D yay aha xD
it's okay! so that's the true statement 12 is greater than 6 thats mean (3,2) is a solution of the equation
yay so I actually did do it right! :D <3 I feel proud ;")
Thank you so much for the help :'D <3 I fanned and medal ^.^//
my pleasure & thanks
welcome :D <3

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