page_title: Inequality
section_title: Different kinds of inequalities
hierarchical_section_title: Inequality / Different kinds of inequalities
caption_attribution_description: This is a graph of an inequality.
context_page_description: Inequality is when one object is:
  smaller than the other
  bigger than the other
  not smaller than the other
  not bigger than the other
  Inequality is sometimes used to name a statement that one expression is smaller, greater, not smaller or not greater than the other.
context_section_description: There are five different kinds of inequalities:
  The first one is linear inequalities which are an inequality that differentiates the expressions by either less than or equal to, less than or greater than or equal to, greater than. It is one that if we replace the inequality for the equals relation, then the outcome will be a linear equation.
  The second one is the combinations of inequalities which are to satisfy the inequalities, you must have a number in the solution sets so that the numbers satisfy the inequalities are going to be the values in the crossing of the two solution sets.
  The third one is inequalities involving absolute values which means that the values can be rephrased as combinations of inequalities that will involve absolute values.
  The fourth one is called polynomial inequalities means that it is continuous, it means that their graphs do not have any jumps or breaks.
  Last but not the least, is the rational inequalities, which means that it is the form of one of the polynomial  divided by a polynomial. In other words, the rational function graphs do not  have any breaks nor represent at the zeros of the denominator.
caption: Linear Inequality Example of linear inequality
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