Level:
Project ID:
1003046904
Accepted:
1
Clonable:
0
Easy:
0
We are given the inequality \( \frac1x+1 > \frac3{2x} \). Decide which of the following inequalities has the different solution set than the given inequality has, i.e. choose the inequality which is not equivalent to the given inequality.
\( 1+x > \frac32 \)
\( \frac2x+2>\frac3x \)
\( 1>\frac3{2x}-\frac1x \)
\( \frac1x-\frac3{2x}>-1 \)