Algebraic equation examples with answers
[DOC File]Algebra Equation Solving Flow Chart
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Does the equation have a single variable that occurs in the denominator of a fraction? If yes, then the equation is a rational expression equation. To solve it, multiply both sides by the LCD of all the fractions, then solve the remaining equation. Examples: LCD = (x + 2)(x + 2)(x – 2) First, simplify the complex fraction on the left hand side:
[DOC File]Algebra I: Section 3
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CC MATH I STANDARDS UNIT 3 . 4.5 SOLVING MULTI-STEP EQUATIONS: PART 1 . WARM UP: Solve for the given variable. 1) 2) 3) 4) 5) 6) REVIEW OF SIMPLIFYING EXPRESSIONS
[DOC File]Coordinate Algebra: Unit 3 – Linear and Exponential Functions
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Concept Overview: Beginning with simple, real-world examples help students to recognize a graph as a set of solutions to an equation. For example, if the equation y = 6x + 5 represents the amount of money paid to a babysitter (i.e., $5 for gas to drive to the job and $6/hour to do the work), then every point on the line represents an amount of ...
[DOC File]Examples and Problems with Solutions
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1 One can solve an equation but not an algebraic expression_. If the left hand side of an equation is equal to the right hand side of the equation for , then 7 is called a _solution_. The solutions_ of an equation are all values of variables that make the equation true.
[DOC File]ALGEBRA 2 X
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Type of Variation Equation Form Ratio Form Example Direct. Inverse. Questions from HW: 2) If y varies directly as x, find an equation when y = 6 and x = 3. 9) If y varies inversely as x, find an equation when y = 2 and x = 7. 13) Determine whether each data set represents a direct variation, an inverse variation or neither. x 2 5 9 y 3 6 4
[DOC File]Solving Fractional Equations
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Step 2: Multiply every term in the equation by the least common denominator. Step 3: Reduce each term to create a “denominator free” equation. Step 4: Solve for the variable using the steps to solve an equation. Let’s Try It! Remember to follow the four steps (2) (3) Fractional Equations Practice
[DOC File]ALGEBRA II – SUMMER PACKET
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To solve linear equations, first simplify both sides of the equation. If the equation contains fractions, multiply the equation by the LCD to clear the equation of fractions. Use the addition and subtraction properties of equality to get variables on one side and constants on the other side of the equal sign.
[DOC File]Algebra I
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An equation involving two or more variables is a literal equation. A formula is a special type of literal equation which students will have to use in science, mathematics, or social studies. To solve a literal equation requires that one variable be solved in terms of the other variables in the equation.
[DOC File]SOLVING EQUATIONS INVOLVING FRACTIONS
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ecimals: Multiply each side of equation by 10, 100, 1000, etc. COMBINE LIKE TERMS. BEFORE NEXT STEP EACH SIDE SHOULD BE NO MORE COMPLICATED THAN: “4x – 8” 3. S. igns (addition or subtraction) by using the addition principle (add opposites). Get variable terms on one side of the equation and all constant terms on the . other side.
[DOC File]Solving Two-Step Equations
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Steps to solving a two-step equation: Do the inverse operation for addition or subtraction. Do the inverse operation for multiplication or division. Check your answer. Steps to solving two-step word problems: 1. Read the problem carefully. Underline any key information. 2. Write a let statement. 3. Write an equation. 4. Solve the equation. 5 ...
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