Students analyze Ghiberti's Gates of Paradise and the competition for their design in which Brunelleschi's design was refused. The lesson concludes with students creating new doors for the U.S. Capitol Building in Washington D.C.

In this quasars worksheet, students read about how astronomers can detect quasars by their luminosity. Students use a given equation to solve 4 problems including finding quasar magnitude, determining the number of quasars with given...

In this college level mathematics worksheet, pupils explore the number e and graph functions involving e. The two page worksheet contains thirty-two problems. Answers are included.

Students explore the general form of the sine equation.  In this trigonometry instructional activity, students explore the relationship between the changing parameters and the graph of the sine equation.  Students use data and...

In this math instructional activity, learners find the area of all the different types of geometric shapes from the memory. They write all the formulas and explain the meanings of the variables.

Learners collect data and create a graph. For this algebra lesson, students describe functions graphically, algebraically and verbally. They identify functions as being independent and dependent using variables.

Young scholars describe relations and graph linear functions. After studying a geometric shape and a verbal statement, students contrast the differences between the verbal statement and the picture. They determine functions and graph...

In this math worksheet, students use 20 empty Input/Output tables for any math function where they are applying a rule to different numbers. There are 4 lines on every table and there is an area to write the rule which is being followed.

In this precalculus test, students answer 5 multiple choice, 5 short answer, and six graphing questions.

In this algebra instructional activity, learners solve a word problem by rewriting it using algebraic symbols. They calculate the interest compounded over a period of time using the Interest Formula. This instructional activity includes...

In this calculus learning exercise, students review important rules of derivatives and integrations. They graph their functions using symmetry and coordinate pairs. There are 20 questions.

In this infinite sequences instructional activity, students discover the convergence and divergent behavior of infinite sequences.  This instructional activity references L'Hopital's rule.

Students explore the interplay between the geometric and analytic information and on the use of calculus both to predict and to explain the observed local and global behavior of a function. They write a paragraph describing any...

Students explore properties of triangles using angle bisectors, incenters, circles, midpoints, and altitudes. They use Geometer's Sketchpad in order to create triangles and their properties.

In this worksheet, students convert exponential expressions into an equivalent logarithm and visa versa. They find the exact value of logarithmic expressions and determine the domain of a given function. Finally, students use...

In this precalculus test, students select the best answer from 8 multiple choice problems. They solve 4 short answer problems and graph one cycle of each of four equations.

Somewhat of a puzzle, this problem gets pre-algebra preteens to write an expression representing a seating chart using triangle-shaped tables. This single task is an applicable lesson for meeting sixth grade Common Core math standards....

Learners rewrite word problems using symbols. In this algebra lesson, students relate algebra to the real world. They identify the correct steps to take when solving word problems.

In this brightness of stars worksheet, students use a given formula using the temperature in Kelvins of a star to find its brightness. Students solve 4 problems using this equation.

Explore the world of domain and range of a function in this mini-lesson. Learn how to find the domain and range of a graph, trigonometric functions, exponential functions, and domain and range equation. Includes examples and practice...

Given a situation that can be modeled by a quadratic function or the graph of a quadratic function, the student will determine restrictions as necessary on the domain and range of the function.

The student will be able to identify and determine reasonable values for the domain and range from any given contextual situation.

Given a function in function notation form, identify the domain and range using set notation, interval notation, or a verbal description as appropriate.

Given a function in graph form, identify the domain and range using set notation, interval notation, or a verbal description as appropriate.