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Learning Goal

‹5 of 5 in this skill_area

Rearranging formulas and literal equations

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Lesson Plan · Guided Notes · Exit Ticket · Re-teach · Homework

"Given an equation or formula in two or more variables, view it as an equation in a single variable of interest where the other variables are parameters, and solve for the variable of interest." "Solve a linear equation in one variable, making strategic use of algebraic structure." "Fluently solve a linear equation in one variable."

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"Given an equation or formula in two or more variables, view it as an equation in a single variable of interest where the other variables are parameters, and solve for the variable of interest."
"Solve a linear equation in one variable, making strategic use of algebraic structure."
"Fluently solve a linear equation in one variable."

What you'll learn

  1. Solve a formula or literal equation for a specified variable, treating every other letter as a number
  2. Solve for a variable that appears in more than one term by collecting its terms and factoring it out
  3. Divide by a symbolic coefficient and state the nonzero condition required
  4. Decide whether rearranging first or substituting first is more efficient

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