QuestionSolve the inequality $2(3 z-4) \geq-2 z+16$ and express the solution in interval notation.

Studdy Solution
Now, we need to write the solution in interval notation. The inequality $z \geq3$ means that $z$ can be any number greater than or equal to $3$. In interval notation, this is written as $[3, \infty)$.
The solution to the inequality is $z \in [3, \infty)$.