🧮

Unit I: 2.3 Literal Equations, Formulas and Problem Solving

Oct 14, 2025

Overview

This lecture explains how to solve a literal equation for a specific variable, focusing on isolating the variable step by step.

Steps to Isolate the Variable

  • To solve for a variable, isolate it by reversing the order of operations.
  • Example equation: (a x + B = C)
  • Identify that (a) is being multiplied by (x) and added by (B)
  • Start by undoing addition: subtract (B) from both sides of the equation.
  • After subtraction: (a x = C - B)
  • Next, undo multiplication by dividing both sides by (x )
  • The result: a = C - B/ x