Can someone help me with this equation? Equation in comment.
\[ |4x + 3| \le 19 \]
Solve the absolute value inequality
4x + 3 ≤ 19 - 3 -3 4x ≤ 16
That's the first step yes. 4x + 3 >=-19 Is the second step
-head tilt- 4x + 3 ≤ -19? -3 - 3 4x ≤ -22
Not less than or equal -19. greater than or equal to -19
I don't get it. :c Am I right or wrong?
Wrong. |x|<=b is similar to -b<=x<=b where b is a non negative real number
whut o3o
\[-19 \le 4x + 3 \le 19\]
Isn't mine right? It's going to equal 5.5 either way.
You're saying it's less than or equal to -5.5 I say it's \[-5.5 \le x \le 4\] huge difference
I honestly don't even know what it is saying. -nodnod-
Another example: Do you know the difference between x>5 and x<5
Yes.
Learn these two rules and try to understand them: if a and b are non negative real numbers, then: |x| > b then x<-b OR x>b |x| < a Then -a < x < a
But. The only answers i'm allowed to choose from are these. :I
x less than or greater to -5.5 or x greater than or equal to 5.5 x greater than or equal to -5.5 or x less than or greater to 4 x less than or greater to -5.5 or x greater than or equal to 4 x less than or greater to -5.5 and x greater than or equal to 4
Are you sure you typed the initial problem correctly?
Solve the absolute value inequality: |4x + 3| \[\ge\] 19
... Okay. So then it's 4x + 3 >= 19 or 4x + 3 <= -19
4x + 3 >= 19 - 3 -3 4x >= 16 x >= 4
4x + 3 <= -19 -3 -3 4x <= -22
x = -5.5 Now am I right?
Correct phrasing: x less than or equal to -5.5 OR x greater than or equal to 4
Let's try this one! >:D Solve the absolute value inequality: |2x - 3| < 5
|2x - 3| < 5 +3 +3 2x < 8 x < 4
50%
|2x - 3| < -5 +3 +3 2x < -2 2x > 2 x > 1
nope. you didn't read what I said. I can't help you if you won't listen to me
What did I do wrong?
|x| < a -a < x < a where a is not negative
I don't get it.
using numbers instead of letters: |x| < 5 Then -5 < x < 5
But I already told you the answers are only ANDS OR ORS.
-5 < x < 5 means x larger than -5 AND x smaller than 5 I suggest you go read the terminology
They don't teach us that because it isn't basic.
Slaaibak, I came to the same conclusion: http://openstudy.com/users/thehero#/updates/4ef2680fe4b0dc507db6d7b1
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