Given: - 1/2x > 6. choose the solution set. {x | x r, x > -12} {x | x r, x < -12} {x | x r, x > -3} {x | x r, x < -3}

{x |x ∈ R, x < -12}

Step-by-step explanation:

Given the following inequality:

You can find the solution set by solving for the variable "x".

Then, to solve for the variable "x" you need to multiply both sides of the inequality:

And finally, you must multiply both sides of the inequality by (-1). Notice that the direction of the symbol of the inequality will change:

Therefore, the solution set is: {x |x ∈ R, x < -12}

false

step-by-step explanation: