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Introduction to Minerals
Students discover how crystal structures go together to create minerals. In this earth science lesson, students work in groups to create 3-dimensional shapes of crystals that they then put together in a compact structure.
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Cylinders and Cones
In this geometric shapes worksheet, students answer 6 questions about geometric figures. For each question, a diagram of a geometric figure is shown and students are asked to choose the correct name for the figure shown.
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Rewrite as Single Logarithm Using the Product Rule
In this Algebra II worksheet, 11th graders rewrite the sums of logarithms as a single logarithm using the product rule. The one page worksheet contains five problems. Answers are provided.
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Expand Using the Product Rule
In this algebra worksheet, 11th graders apply the properties of logarithmic equations as they expand and condense the log equations. There are 8 questions with an answer key.
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Bingo: Derivatives, Power Rule, Product Rule, Quotient Rule
In this derivatives worksheet, students find the derivative of 25 problems. Students use the power, product, and quotient rule to find the derivative of various functions.
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Surface Area
Sixth graders compute the surface area. In this surface area lesson students are given a set of problems to calculate. They compute the surface area of cubes and rectangular boxes.
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Geometry Practice: Volume
In this volume worksheet, students find the volume of 6 solids. Students find the volume of rectangular and triangular prisms.
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Surface Area of Solids
In this surface area worksheet, students evaluate the surface area of complex solids. This one-page worksheet contains 3 multi-step problems. Answers are provided.
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Pythagorean Theorem Puzzle
In this Pythagorean theorem learning exercise, 8th graders solve and complete a puzzle using the Pythagorean theorem. First, they cut out the pieces and make two squares. Then, students combine all of the pieces to make a third square....
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Geometric Shapes: Which Item?
Which item is shaped like a cone? Give students a chance to compare shapes, determining which item represents the prompted shape or figure (and which don't). Through 4 multiple-choice questions, scholars identify a cone, a cube, a...
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Piecewise Modeling with Multiple Functions: Federal Debt
Students analyze data on debt and write an equation. In this statistics lesson, students are given data from different time periods, and are asked to graph and analyze the data. They work in groups, and are assigned different parts of...
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Geometry
Use this resource as an anticipatory set before a lesson on geometric shapes. A hidden picture slowly appears to reveal a circle, cube, and cylinder. It is a colorful presentation.
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Which One Could Make This Shape?
Explore two and three-dimensional shapes. Learners first examine three 2-D shapes and determine which of three 3-D figures could have made that shape. The wording here is a bit confusing; make sure your kids understand what it is asking....
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Recognize and Draw Shapes Word Problems
It's time for a geometry warm up! Geometry scholars examine a figure to determine its name from a list of four choices. The figure, a trapezoid, is large enough for the whole class to see if you were to project this. An explanation at...
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Steps and Examples for Multiplying Ratiuonal Expressions
In this multiplying rational expression learning exercise, students are given two examples of how to multiply and then simplify rational expressions. The examples are complete with steps and justifications.
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Prime Factorization
Sixth graders participate in a lesson plan that focuses on the concept of finding the prime factorization of a number. They write the answer using exponential notation. Students play a game of Bingo to keep engaged during the lesson plan.
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Placing Parentheses
Students decide where and when to use parentheses. In this algebra lesson, students use parentheses to clarify a math problems and solve correctly. They use order of operation as they solve problems with integers and variable.
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Properties of Fractals
Students build a working definition of regular fractal, look carefully at the concepts of dimension and scale, and are introduced to logarithms. They solve simple exponential equations for the exponent both by trial and error and using...
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Properties of Fractals
Young scholars build a working definition of a regular fractal, they measure the concepts of dimensions and scale, they explore the concept of a logarithm and they attempt to solve simple exponential equations for the exponent both by...
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Worksheet 1, Basic Calculus Pre-Course Review
In this calculus worksheet, students review topics they need to already understand in order to be successful in a basic calculus course. Topics include functions, linear equations, coordinate graphing, piece-wise formulation, exponents,...
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Derivatives of Exponential Functions
Students take derivatives of exponential functions. In this taking derivatives of exponential functions lesson plan, students prove the derivative of an exponential function is the exponential function. Students find derivatives where...
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E, Pi, and Exponential Functions
Students discuss the difference between y=x^2 and y=2^x. They listen as the teacher defines "e." Students receive an information sheet on "e," as well as a history sheet on pi. They solve equations involving exponents and "e."
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10-4 Practice: Factoring Differences of Squares
In this practice worksheet, learners factor the differences of squares and identify prime expressions. Polynomials contain one or more variables, with exponents. Students complete 42 problems. An answer key is provided.
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9-2 Practice: Dividing by Monomials
In this division worksheet, students divide by monomials containing positive and negative coefficients, exponents, and one to two variables. Students simplify each of the 27 given monomials. An answer key is provided.
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