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NAME DATE PERIOD Lesson 8 Homework Practice Solve Twisted Inequalities 1. 4x 3 92. 11 1 2×3. 2 + 2x 164. 3x + 2 17 2 5. 7 + 46. 1 27. 4 4x + 88. 3x 3 129. RENTAL BICYCLES A rental company charges
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How to fill out solve two-step inequalities:

01
Identify the inequality sign and the operation involved (addition, subtraction, multiplication, or division).
02
Isolate the variable by performing the inverse operation on both sides of the inequality.
03
Simplify the equation by combining like terms, if necessary.
04
Determine the solution set by considering whether the inequality includes or excludes the boundary points.

Who needs to solve two-step inequalities:

01
Students studying mathematics or algebra.
02
Individuals preparing for standardized tests containing algebraic questions.
03
Engineers or scientists solving real-world problems involving inequalities, such as optimization or constraints.
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Solving two-step inequalities involves determining the range of values that satisfy a given inequality that can be solved in two steps, typically involving operations such as addition, subtraction, multiplication, or division.
There is no specific requirement to 'file' two-step inequalities as they are mathematical expressions rather than official documents. However, students learning algebra typically must solve them as part of their curriculum.
To solve a two-step inequality, isolate the variable on one side of the inequality sign by performing inverse operations. Ensure to reverse the inequality sign if you multiply or divide by a negative number.
The purpose of solving two-step inequalities is to find all possible values of a variable that make the inequality true, which is essential in various applications like optimization problems in math and real-life scenarios.
When solving two-step inequalities, the solution set or range of values that satisfy the inequality should be reported, typically expressed in interval notation or as a graph on a number line.
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