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  • 14-10-2015
  • Mathematics
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Solve the absolute value equation. |3x-4|=5

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studysavvy364
studysavvy364 studysavvy364
  • 14-10-2015
Absolute values are a way of finding a distant from zero, which means there will be 2 answers; one will be positive, and the other will be negative.

[tex]|3x-4|=5 and |3x-4|=—5 [/tex] Because you need 2 answers, you have to make 5 positive and negative.

Another way to write this equation would be...
5=|3x-4|=—5


Now lets continue...
5=3x-4=—5


Add 4 to both sides...
9=3x=—1


Now divide by 3...
3=x=[tex]- \frac{1}{3} [/tex]

So the solution is...
X={[tex] -\frac{1}{3} [/tex], 3}
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