Questions LLC
Login
or
Sign Up
Ask a New Question
Questions
Math
Consider the inequality x > , where x is a positive real number. Does the inequality have an infinite number of solutions? How do you know? Pease help me.
1 answer
Yes. x has an infinite number of values.
You can
ask a new question
or
answer this question
.
Related Questions
An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
Why does the inequality sign change when both sides are multiplied or divided by a negative number? Does this happen with
An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
in inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the
An inequality with absolute values is shown below.
-14<11 Which statement about the inequality is correct? A. The inequality is
THE INEQUALITY T > 9 DESCRIBES THE NUMBER OF COUNSELORS REQUIRED AT A SUMMER CAMP BASED ON THE NUMBER OF CHILDREN WHO ATTEND.
he inequality t>9 describes the number of counselors required at a summer camp based on the number of children who attend.