Question

*ASAP* 1/2x-1>5 what’s the inequality

Answer 1

`\bold{Answer}`

`\boxed{\bold{(5x-3)/(2x-1)<0}}`

`\bold{Explanation}`

• 
  `\bold{Solve: \ (1)/(2x-1)>5}`

`\bold{---------------------}`

• 
  `\bold{Subtract \ 5 \ From \ Both \ Sides}`

`\bold{(1)/(2x-1)-5>5-5}`

• 
  `\bold{Simplify}`

`\bold{(1)/(2x-1)-5>0}`

• 
  `\bold{Simplify \ (1)/(2x-1)-5: \ (-10x+6)/(2x-1)>0}`

`\bold{(-10x+6)/(2x-1)>0}`

• 
  `\bold{Factor \ (-10x+6)/(2x-1): \ (-2\left(5x-3\right))/(2x-1)>0}`

`\bold{(-2\left(5x-3\right))/(2x-1)>0}`

• 
  `\bold{Multiply \ Both \ Sides \ By \ -1 \ (Reverse \ Inequality)}`

`\bold{(\left(-2\left(5x-3\right)\right)\left(-1\right))/(2x-1)<0\cdot \left(-1\right)}`

• 
  `\bold{Simplify}`

`\bold{(2\left(5x-3\right))/(2x-1)<0}`

• 
  `\bold{Divide \ Both \ Sides \ By \ 2}`

`\bold{((2\left(5x-3\right))/(2x-1))/(2)<(0)/(2)}`

• 
  `\bold{Simplify}`

`\bold{(5x-3)/(2x-1)<0}`

`\boxed{\bold{Eclipsed}}`