College Algebra-Repost-Graphs of Equations and Inequalities - Personal Statement Example

due: Graphs of equations and inequality In mathematics, inequality is said to be two values that are not equal. Therefore, inequality is an algebraic equation showing that the quantity that is greater than or equal to another inequality sign. An inequality always refers to an integer greater than or equal to or even less than or equal to. It tells one of the quantity or size of commodities or values (Pachpatte 1). There are four inequalities symbols, and they include less than (), greater than or equal to (≥), less than or equal to (≤).

These symbols are employed in quadratic equations. Moreover, solving linear inequalities is almost the same when solving linear equations, except from when solving linear inequalities and one is required to multiply or divide by a negative number. I agree with Jasmine on the facts that inequalities and equations are almost the same, and only differentiated by their signs. In addition, the properties of linear equations and linear inequality are the same, but, the properties of linear inequality will always maintain an unequal balance.

One can solve a linear equation and a linear inequality the same way by multiplying or dividing the sides of the equation by a negative integer then the inequality symbol is altered and < becomes > and > becomes