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CSI PreAlgebra: Equations & Inequalities Detectives, The evil genius group, the Mathemagicians, have crossed the Atlantic and are terrorizing Europe. Indications are that they are behind a number.

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  4. Follow the instructions on identifying and solving the equations, paying special attention to one-step and two-step equations, as well as any inequalities.
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The expression 5x − 4 > 2x + 3 looks like an equation but with the equals sign replaced by an arrowhead. It is an example of an inequality. This denotes that the part on the left, 5x − 4, is greater than the part on the right, 2x + 3. We will be interested in finding the values of x for which the inequality is true.

The main function of the concept of inequality is to set limits to an expression. This in itself can have a large number of uses in the daily life of a person. You can think of it as setting a limit on your expenditure or budget. And, this will help you keep that within limits or under control.

The four basic inequalities are: less than, greater than, less than or equal to, and greater than or equal to. When solving inequalities, you follow all the same steps as solving an equation, except for a special rule when it comes to multiplication and division.

To solve an inequality use the following steps: Step 1 Eliminate fractions by multiplying all terms by the least common denominator of all fractions. Step 2 Simplify by combining like terms on each side of the inequality. Step 3 Add or subtract quantities to obtain the unknown on one side and the numbers on the other.

The major examples of social inequality include income gap, gender inequality, health care, and social class. In health care, some individuals receive better and more professional care compared to others. They are also expected to pay more for these services.

A system of linear inequalities is often used to determine the best solution to a problem. This solution could be as simple as determining how many of a product should be produced to maximize a profit or as complicated as determining the correct combination of drugs to give a patient.

For example, 9<11, 18>17 are examples of numerical inequalities and x+7>y, y<10-x, x ≥ y > 11 are examples of algebraic inequalities.

Roads have speed limits, certain movies have age restrictions, and the time it takes you to walk to the park are all examples of inequalities. Inequalities do not represent an exact amount, but instead represent a limit of what is allowed or what is possible.

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