Could someone help me solve this, please? I don't know how to solve it.
2|3x – 5| – 8 = 8
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Try the equation
9x^2-30x+25 = 144
2|3x – 5| – 8 = 8
Add 8 to both sides to get
2|3x - 5| = 8 + 8
2|3x - 5| = 16
Divide both sides by two to get:
|3x - 5| = 16/2
|3x - 5| = 8
Finish solving from there.
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So far I have x<-1/2 But, I'm not sure of the other answer
\[2|3x – 5| – 8 = 8 \]
\[2(3x – 5) – 8 = \pm 8 \]
@yahoo, don't do things the hard way bro
This is a different problem, right?
Nevermind I got -1
And yes, it was.
All you have to do is divide both sides by 8:
Then use property of absolute value to get
A furniture maker uses the specification 19.88 ≤ w ≤ 20.12 for the width w in inches of a desk drawer. Write the specification as an absolute value inequality. (1 point)
|w – 0.24| ≤ 20.12
|w – 20| ≤ 0.12
|w – 20| ≤ 0.24
|w – 0.12| ≤ 20
Could you help me with this one?
You have to start with the answer choices, then see which one gets you
19.88 ≤ w ≤ 20.12
Anytime you have something like |x - a| < b, then you can re-write it as
-b < x - a < b
Then solve from there
So if you have to solve |x - 4| < 6
|x - 4| < 6
-6 < x - 4 < 6
-6 + 4 < x < 6 + 4
-2 < x < 10