Solve the Problem $x + y \leq 23$ $x \geq 6$

Solve the problem.
-Benjamin never has more than 23 hours free during the week. He is trying to make a weekly plan for dividing his free time between reading and working out. He wants to spend at least 6 hours per week
Reading. Write a system of inequalities to describe the situation. Let x represent the number of hours for
Reading and y represent the number of hours for working out.

A) $x + y \leq 23$
$x \geq 6$
$y \geq 0$

B) $x + y \leq 23$
$x \geq 6 y$
$x \geq 0$
$y \geq 0$
C) $x + y \leq 23$
$y \geq 6$
$x \geq 0$
D) $x + y \leq 23$
$x \leq 6 y$
$x \geq 0$
$y \geq 0$