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Name Date Class LESSON133Solving Absolute Value Equations Practice and Problem-Solving: Solve each equation algebraically. 1. x + 6 42. 9 63 4. X 1 2 23. X + 11 0 5. 3 × 1 15 6. X 1 1.4 6.2 Solve
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How to solve each equation algebraically:

01
Start by identifying the equation you need to solve. This could be a linear equation, quadratic equation, or any other type of algebraic equation.
02
Next, gather all the necessary information related to the equation, such as coefficients, constants, and variables. This information will help you to formulate the equation accurately.
03
Apply the appropriate algebraic techniques to simplify the equation and isolate the variable you need to solve for. This may involve combining like terms, distributing, factoring, or using other algebraic operations.
04
Begin solving the equation by performing the necessary operations to isolate the variable. This may include dividing both sides of the equation by a coefficient or applying inverse operations to eliminate terms.
05
Continue working through the equation, simplifying each step until you have isolated the variable and have a solution.
06
Check your solution by substituting it back into the original equation. This will help verify that your solution is correct and satisfies the equation.

Who needs to solve each equation algebraically:

01
Students studying algebra in school and college often encounter various equations that need to be solved algebraically. They are required to understand the principles and techniques of solving equations to pass their exams and excel in their studies.
02
Mathematicians and scientists frequently encounter complex equations in their research and work. They need to solve these equations algebraically to model real-world problems, analyze data, and make meaningful interpretations.
03
Engineers and programmers also need to solve equations algebraically in various fields, such as electrical engineering, computer science, and mechanical engineering. They use mathematical equations to design systems, write algorithms, and solve practical problems.
Overall, anyone who is involved in mathematics, science, engineering, or related disciplines may need to solve equations algebraically to analyze and solve problems efficiently.
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Solving each equation algebraically involves using algebraic methods to find the unknown variables in an equation.
Anyone studying algebra or working on algebraic problems may need to solve equations algebraically.
To fill out solve each equation algebraically, you need to follow the steps of algebraic solving methods such as isolating the variable or using properties of equality.
The purpose of solving each equation algebraically is to find the values of the variables that satisfy the given equation.
The information reported on solve each equation algebraically includes the steps taken to solve the equation, the final answer, and any assumptions or restrictions applied.
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