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Mathematics 19 Online
OpenStudy (anonymous):

Help Please!!!! Identify the solution set of the inequality, using the given replacement set. x < –4; {–10, –4.3, –4, –3.9, 2, 6.5} A. {–10, –4.3, –4} B. {–4, –3.9, 2} C.{–10, –4.3} D. {–3.9, 2}

OpenStudy (anonymous):

think of the number line. All numbers to the left of -4 would be in the solution set. -10, -4.3

OpenStudy (anonymous):

by the way nice username. i like niall :)

OpenStudy (anonymous):

im still confizled... and thanks :) i love all of them ( mostly louis and niall ;) )

OpenStudy (whpalmer4):

Okay, what part has you conflzled?

OpenStudy (anonymous):

just the whole thing really..... you think you can explain it to me

OpenStudy (whpalmer4):

I managed to figure out what your user name means and who Niall is, teaching you this set stuff should be easy by comparison :-)

OpenStudy (anonymous):

haha yep every girls dream husband ( well most girls )

OpenStudy (whpalmer4):

So, you have an inequality: \(x < -4\) You also have a replacement set: \(\{–10, –4.3, –4, –3.9, 2, 6.5\}\) The solution set is just all of the numbers in the replacement set that make the inequality true. -10 < -4, that one works. -4.3 < -4, that one works. -4 < -4, nope, that doesn't work. -3.9, 2, 6.5 all fail as well. So the solution set is simply \(\{-10, -4.3\}\) You must be referring to the girls who haven't met me yet :-)

OpenStudy (anonymous):

i get it now thanks:) .. (trying to put everything i have been doing today in my head.... ) and wow.... lol

OpenStudy (whpalmer4):

Brings to mind one of my favorite quotes, by the late conductor and composer Leonard Bernstein: "The trouble with you and me, Ned, is that we want everyone in the world to personally love us, and of course that's impossible; you just don't meet everyone in the world."

OpenStudy (anonymous):

very true at that!

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