Ben Shaver
2021-12-10
Jack Maxson
Beginner2021-12-11Added 25 answers
Step 1
Given,
|2x - 1| < 5
Step 2
We know that the absolute value property of the inequality |x| Here we have,
x=2x-1, c=5
Use this property we get,
-5<2x-1<5
Add through out the inequality by "1" we get,
-5+1<2x-1+1<5+1
-4<2x<6
Divide through out the inequality by "2" we get,
-2 Therefore Solution of the inequality |2x−1|<5 in interval notation is (-2,3)
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