Linear Equations & Inequalities
🍀 Welcome to our Bite-Size VIDEO Tutorials for SOLVING LINEAR EQUATIONS!
Below, you’ll find our Bite-Size VIDEO tutorials on:
- Solving Equations using the Addition and Subtraction Properties
- Solving Equations using the Division and Multiplication Properties
- Solving Equations with Variables and Constants on Both Sides
- Using General Strategy to Solve Linear Equations
- Solving Equations with Fractions or Decimals
- Solving Formula for Specific Variable
- Solving Linear Inequalities
Solving Equations Using the Addition and Subtraction Properties
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:04]
- ✏️ Subtract 37 from both sides (Subtraction Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:03]
- ✏️ Add 28 to both sides (Addition Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:10]
- ✏️ Add 5/8 to both sides (Addition Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:09]
- ✏️ Add 0.63 to both sides (Addition Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:28]
- ✏️ Step 1: Simplify the expression on each side as much as possible.
- ✏️ Step 2: Use the Addition Property of Equality
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:23]
- ✏️ Step 1: Simplify the expression on the left side as much as possible.
- ✏️ Step 2: Use the Addition Property of Equality
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:43]
- ✏️ Step 1: Simplify the expression on each side as much as possible.
- ✏️ Step 2: Use the Addition Property of Equality
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:01]
- ✏️ Step 1: Translate “is equal to” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:11]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Solving Equations using the Division and Multiplication Properties
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:04]
- ✏️ Divide both sides by 5 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:03]
- ✏️ Multiply both sides by –7 (Multiplication Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:03]
- ✏️ Divide both sides by –1 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:02]
- ✏️ Multiply both sides by 4/3 (Multiplication Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:06]
- ✏️ Multiply both sides by –5/4 (Multiplication Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:27]
- ✏️ Step 1: Simplify the expression on each side as much as possible.
- ✏️ Step 2: Use the Division Property of Equality
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:30]
- ✏️ Step 1: Simplify the expression on the left side as much as possible.
- ✏️ Step 2: Use the Division Property of Equality
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:08]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the right of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:03]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:07]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:54]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Solve the equation.
Translate and solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:07]
- ✏️ Step 1: Translate “is” into an equals sign (=).
- ✏️ Step 2: Translate the words to the left of the equals sign into an algebraic expression.
- ✏️ Step 3: Translate the words to the right of the equals sign into an algebraic expression.
- ✏️ Step 4: Solve the equation.
Solving Equations with Variables and Constants on Both Sides
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:23]
- ✏️ Step 1: Subtract 8 from both sides (Subtraction Property of Equality)
- ✏️ Step 2: Divide both sides by 7 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:19]
- ✏️ Step 1: Add 9 to both sides (Addition Property of Equality)
- ✏️ Step 2: Divide both sides by 7 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳0:58]
- ✏️ Subtract 8𝑥 from both sides (Subtraction Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:28]
- ✏️ Step 1: Subtract 5𝑥 from both sides (Subtraction Property of Equality)
- ✏️ Step 2: Divide both sides by 3 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:19]
- ✏️ Step 1: Add 𝑥 to both sides (Addition Property of Equality)
- ✏️ Step 2: Divide both sides by 13 (Division Property of Equality)
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:21]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:29]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:33]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:20]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:36]
- ✏️
Using General Strategy to Solve Linear Equations
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:20]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:19]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:22]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:49]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:23]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:01]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:13]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:48]
- ✏️
Solving Equations with Fractions or Decimals
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:29]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:44]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:07]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:42]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:10]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:51]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:05]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:26]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:17]
- ✏️
Solve:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:21]
- ✏️
Solving Formula for Specific Variable
Solve the formula:
- ▶️ Click here to watch the VIDEO tutorial [⏳0:56]
- ✏️
Solve the formula:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:07]
- ✏️
Solving Linear Inequalities
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:19]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:20]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:31]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:29]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:34]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳1:51]
- ✏️
Solve the inequality:
- ▶️ Click here to watch the VIDEO tutorial [⏳2:13]
- ✏️
Solve the inequality:
- ▶️ Video coming soon!
Solve the inequality:
- ▶️ Video coming soon!
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