Consider the compound inequality $2x<-3\orword3x\ge4$2x<−3or3x≥4.
Choose the correct option below.
$x=2$x=2 is a solution, but $x=0$x=0 is not.
Neither $x=0$x=0 nor $x=2$x=2 are solutions.
Both $x=0$x=0 and $x=2$x=2 are solutions.
$x=0$x=0 is a solution, but $x=2$x=2 is not.
Which of the following statements is correct regarding the compound inequality $x<4$x<4 or $x>5$x>5?
Which of the following statements is correct regarding the compound inequality $x>2$x>2 or $x>4$x>4?
Which of the following statements is correct regarding the compound inequality $x>2$x>2 or $x<5$x<5?