Is there a way to connect creative thinking, logical reasoning, mathematical understanding, and humor? You bet there is! Kids begin by creating creative math quizzes, which require creative thinking to solve. For example, 1+1=24, one...

In this convergence worksheet, students apply tests to determine the convergence or divergence of a series and identify the limit of a sequence of terms. This one-page worksheet contains four multi-step problems.

In this convergence worksheet, students use given tests to determine the convergence or divergence of a series. This one-page worksheet contains 30 problems.

In this math worksheet, students investigate the concepts of divergence and convergence for the functions. The sheet is handwritten and has poor quality.

In this comparison test worksheet, learners use the comparison test or the limit comparison test to determine if a series is convergent or divergent. They give examples of a series. This two-page worksheet contains seven multiple...

In this calculus activity, 11th graders solve 7 problems where they determine the convergence and divergence properties using the limit comparison test.

For this series worksheet, students determine if series converge, converges absolutely, or diverge.  Students also state what test they used to arrive at their solutions.

In this convergence or divergence worksheet, students perform tests for convergence or divergence. They estimate the sum in a series and determine the value of the convergent series. This one-page worksheet contains three problems.

In this comparison and convergence worksheet, students show that each of six improper integral converges. They use the comparison test to show that each of two improper integrals diverges.

In this convergence activity, students complete problems and identify the point of convergence and divergence. This two-page activity contains two multi-step problems.

For this math worksheet, students state the tests for convergence or divergence of a series. Then they apply the tests of convergence and divergence.

In this math learning exercise, students test the concepts of divergence and convergence for each formula. Then they test the functions using the Ratio Test.

In this diagnostic test worksheet, students solve problems involving angles, parallel lines, and perpendicular lines. They identify alternate interior angles, alternate exterior angles, and corresponding angles. Students find the...

In this math worksheet, students compare the improper integrals. They determine if each integral converges or diverges. The improper integral test is read and applied.

In this math activity, they state the tests for convergence or divergence of a series. Then they show examples of series to which the tests could be applied.

In this math worksheet, learners examine the infinite series. They determine if it diverges or converges. Example 2 and 3 is group work to apply the tests for convergence or divergence.

In this math worksheet, learners consider the harmonic series. They assume that the sums move towards infinity and that they are divergent.

In this math worksheet, students investigate how a series can apply the law of convergence. They also test the functions using convergence.

In this Calculus activity, students assess their understanding of various topics, including the derivatives of trigonometric functions, evaluating integrals, sigma notation, and convergent and divergent series.  The one page...

In this math worksheet, students apply the test for each series and determine if they converge or diverge. Students also find the exact value of the convergent series.

In this algebra worksheet, 11th graders solve a series and identify if the series will diverge or converge based on n equals. There are 5 questions.

In this math worksheet, students sketch the graphs of the functions 1/x 2 and 1/(x2 − 1) over the interval [2, ∞). They rewrite the series using the Riemann sum.

In this math worksheet, students state the Alternating Series Test and give an example of it. They also write down an alternating series which does not converge.

In this math worksheet, students define how for a given value of x, the series S(x) converges. Then they prove how convergence can be absolute.