which statement is true about number of solution to an inequality?
A. It depends where you start on the number line
B. It depends how far you draw the number line
C. It is always infinite
D. It depends which inequality symbol you use
Explain
D. It depends which inequality symbol you use
The number of solutions to an inequality depends on the inequality symbol used. For example, if the inequality symbol is ">=" or "<=", there are infinitely many solutions, because any number within a certain range can satisfy the inequality. On the other hand, if the inequality symbol is ">" or "<", there are a finite number of solutions because only certain numbers will satisfy the inequality. Additionally, if the inequality symbol is "=" or "!=", there may only be one specific solution. So, the number of solutions to an inequality is dependent on the specific inequality symbol used.