Solve the absolute value equation 4|2x−1|−2=10
A
−2or−1
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B
−2or1
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C
2or−1
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D
2or1
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Solution
The correct option is C2or−1 4|2x−1|−2=10 First we will isolate the absolute value part. 4|2x−1|−2=10 4|2x−1|=12 |2x−1|=3 Now, (2x−1)=3−(2x−1)=3 2x=4−2x+1=3 x=2−2x=2 x=−1 Correct answer is option C.