In this lesson I will teach you how to find the volume of basic figures. Just to be clear volume is much different than area and surface area. Let’s look at a shoe box to help us make the differences clear. If you wanted to put a card board insert into the bottom of the box – that would be area. Now if you wanted to wrap up the box as a gift the amount of wrapping paper to accomplish this would be surface area. Finally if you wanted to know how much water you could put inside the box – this would be volume. As in other lessons on on area we will be using lots of formulas. Hence make sure you understand what all the variables of the formulas stand for and keep a close eye on units of measure. One last thing make sure to use a calculator as there will be lots of number crunching in volume problems.

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- Absolute Value Inequalities
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- Introduction to Absolute Value
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- Introduction to Functions and Relations
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- Multiplying and Dividing Fractions
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- Multiplying Polynomials
- Multiplying Polynomials Special Cases
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- Percent
- Points-Lines-Planes
- Polynomial Division (Long and Synthetic)
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- Properties of Logarithms
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- Proving Congruent Triangles: ASA and AAS Theorems
- Proving Congruent Triangles: HL Theorem
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- Proving Lines Parallel
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- Quadratic Equation Word Problems
- Quadrilaterals-Triangles-Midpoints
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- Simplifying by Combining Like Terms
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- Slope Intercept Method
- Solving Absolute Value Equations
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- Solving Linear System Word Problems
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- Solving n-Degree Polynomial Equations
- Solving One-Step Equations
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- Solving Quadratic Equations by Square Roots
- Solving Radical Equations
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- Solving Systems by Elimination-Combination Method
- Solving Systems by Graphing
- Solving Systems of Linear Inequalities
- Solving Systems Substitution Method
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- Special Factoring Rules
- Special Functions
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- Standard Form of Linear Equations
- Subtracting Real Numbers
- Sum and Difference of Two Cubes
- Surface Area of Basic Figures
- The Discriminant- Type of Roots
- The Distance and Mid-Point Formulas
- The Natural Base e
- The Pythagorean Theorem
- The Quadratic Formula
- The Slope of a Line
- Theorems and Postulates
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- Translations and Guide Reflections
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- Using Point-Slope Intercept
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- Variables
- Volume of Basic Figures
- XY Intercept Method