Inequalities are similar to equations, you have tosolve for a variable(X, Y, Z , A, B, etc...), the main difference is that with an equation you are solving for only one value (X=3, Z=4, A=-9, etc) with an inequality you are solving for a range of numbers, that means tha...
Use the same procedures you use when solving equations to isolate your unknown variable. You can add or subtract the same number on both sides of the inequality, just like with an equation. In the example x + 2 < 4 you could subtract two from both the left and right side of the inequ...
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Greater than or equal to: {eq}\geq {/eq} Inequalities can include no variables such as: Lesson Quiz Course 13Kviews How to Solve Inequalities To solve inequalities the variable needs to be isolated on one side of the inequality, and the other side of the inequality needs to be as simpli...
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Problem 2 Solve the absolute value inequality below: $$ |2x + 1| \lt 7 $$ Problem 3 Solve the absolute value inequality below: $$ |3x - 5| \lt 4 $$ Problem 4 Solve the absolute value inequality below: $$ |2x - 3| \lt 1 $$ Absolute Value Equations How to Solve Menu...
An inequality denotes a lack of equality. When two values are not equal, we use the “not equal sign \(‘(\neq)’\) in most cases. Different inequalities are used to compare the values, whether they are less than or larger than. Inequalities are similar to equations. Equations have an...