Solve for x: One-Step Equations
A complete Grade 6 math pack on one-step equations: what an equation is, keeping both side...
View Resource : Solve for x: One-Step EquationsA complete Grade 6 math pack on solving two-step equations such as 3x + 5 = 26. Students use balance models and inverse operations to undo addition or subtraction first and multiplication second, check solutions by substituting, write equations for word problems and spot common mistakes. Includes slides with worked examples, a lesson plan, worksheet, quiz, homework, flashcards, a rubric and answer keys.
A two-step equation needs two inverse operations to find the unknown. In 3x + 5 = 26, the variable x has been multiplied by 3 and then 5 has been added. To solve it, we undo the steps in reverse order: subtract 5 from both sides (3x = 21), then divide both sides by 3 (x = 7). A balance model shows why we must do the same to both sides. Students solve equations with addition and subtraction, check every answer by substituting it back, translate word problems into equations (A plant is 4 cm tall and grows 2 cm a week…) and find the error in worked solutions.
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Support: give a two-row table (undo +/−, then undo ×/÷) and keep answers under 10. Challenge: students solve equations with the variable on both sides or with negative solutions.
Use the worksheet and quiz to check solving and checking. Use the rubric to assess word problems and explanations.
Students often divide first (3x + 5 = 26 → x + 5 = 26 ÷ 3). Remind them to undo the last operation first, like taking off your shoes before your socks. Insist on substituting the answer to check.
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