solution set of inequality of x-1 /x+1 >= 1 is
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∣x−1∣≥∣x−3∣
⇒∣x−1∣−∣x−3∣≥0
∣x−1∣−∣x−3∣=
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−2
2x−4
2
if
if
if
x<1
1≤x≤3
x>3
if x<1
⇒−2≥0 not possible
if 1≤x≤3
⇒2x−4≤0⇒x≤2⇒x∈[2,∞)
∵1≤x≤3
⇒x∈[2,3]
if x>3
⇒2≤0 is true then
x∈(3,∞)
then x∈[2,3]∪(3,∞)
x∈[2,∞)
plz make my answer brilliant if my answer is correct
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