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solve | 3-2x |=8
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2 solutions
it is -5/2
x=−5/2,11/2
\(\bf | 3-2x |=8\implies \begin{cases} +(3-2x)=8\\ \quad \\ \bf -(3-2x)=8 \end{cases}\)
how
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Gawd!
hmmm there's an assumption you'd know how to simplify a linear equation already, thus the exercise
The absolute value signs and the minus sign: You can think of them as distance. So the question is: For which x(s) are the distance between 3 and 2x equal to 8.
When I wrote x(s), I meant that there possibly could be more than one x, not that x is a function of s...
so how do you solve it
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by simplifying the 2 linear equations, and solving for "x"
Yes, use the two equations which jdoe0001 wrote.
|dw:1386209663944:dw|
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