Example Sentences for infraction. 1  It was considered as an act of despotism and vengeance; as the first infraction of the promises made to the nation. 2  The first infraction of our agreement was on the main-lower-topsail. 3  But any infraction of these rituals is sure to bring terrific punishment.
An inequality is a statement that one amount or quantity is greater than (or equal to) or less than (or equal to) another amount or quantity. The following symbols are used to represent inequalities: < means Less than. Example: 10 < 5. < means Less than or equal to.
Just as with solving single linear inequalities, it is usually best to solve as many of the inequalities as possible for y on one side. Solving systems of linear inequalities means graphing each individual inequality, and then finding the overlaps of the various solutions. So I graph each inequality, and then find the overlapping portions of the solution regions. This inequality is a greater than inequality, so I want to shade above the line.