Students discover the Pythagorean Theorem.  In this discovering the Pythagorean Theorem lesson, students measure the lengths of various triangles to the nearest centimeter. Students record their measurements in a table. ...

In this area worksheet, students solve 6 short answer problems. Students find the area of a figure composed of regular polygons such as triangles, rectangles, squares, etc given a sketch of the figure.

In this online index notation activity, students fill in the missing powers in four statements, calculate nine math problems, fill in the missing bases and powers in six statements, calculate six higher power equations and fill in the...

In this finding the products worksheet, students multiply one-digit times one-digit numbers to solve. Students solve 35 problems.

In this finding the products activity, learners multiply one-digit by one-digit numbers using mental math. Students solve 35 problems.

In this solar activity activity, learners complete a puzzle given a word bank with matching numbers. The numbers correlate to the answers to basic math problems that use the order of operations. Students use their mathematical answers to...

In this finding the products worksheet, students observe a multiplication explanation and example and multiply times two, three, five, and ten to complete a multiplication table grid. Students fill in 36 squares.

In this algebra activity, students find all the real numbers for a radical equation. They verify that radicals have real numbers. There is an answer key.

Elementary mathematicians identify and share patterns found in multiplication. Through memorization drills and games, they identify the increments in which numbers increase when multiplying. Using a multiplication chart, learners...

In this math word search worksheet, students solve the 10 multiplication problems at the bottom of the page, which are all in the 4 times table. They then find the numbers, in word form, in the word search above. Students circle the...

In this adding dots worksheet, students count the dots inside square figures. In this fill in the blank worksheet, students solve six problems.

In this math study guide, students solve problems previously studied throughout the school year. Problems include, but are not limited to, volume, area, perimeter, square roots, binomials, trinomials, graphing, and consumer math. This...

In this writing equations for comparison word problems activity, students use a as the variable in equations, compare numbers, and solve. Students solve six problems.

In this crossword worksheet about Santa and the North Pole, students read clues across and down and fill in the squares. Students solve 15 clues.

  Learners observe a leaf and discuss the way that water is released from a leaf through its stomata.  For this water cycle lesson, students calculate how much water leaves produce from a whole tree.     

In this algebra learning exercise, students solve quadratic equations and factor using complete the square. There are 20 problems. 

Students explore concrete. In this physical science and computer research lesson, students work in groups to answer specific  questions about concrete. Each group of students completes a different worksheet with a specific subtopic....

Students read and analyze the poem, "Psalm of Life," by Henry Wadsworth Longfellow. They create a Footsteps Quilt, developing quilt squares to represent each goal and gift they would leave as a gift to humanity.

Sometimes a skeleton is all you get. This lesson outline provides teachers with a basic lesson flow. Pupils will pre-test, order place value names, use manipulatives, and build and compare numbers. How this is to be done is not...

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...

In this math crossword, students solve fifty-five puzzles to complete the crossword.  The crossword has a Thanksgiving Theme.

Students state the general rule for a practical situation. They describe a continuing pattern. They use toothpicks to help visualize the problem and answer it correctly.

Young scholars use equations to represent practical situations. They solve linear equations and quadratic equations. The use of problem solving strategies is also developed.

Learners recognize squares and find a pattern for counting squares.