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AP Calculus Practice Exam BC Version- Section I -Part B
In this AP Calculus Practice Exam worksheet, students solve seventeen multiple-choice questions using a graphing calculator. This BC practice test is designed to be finished in fifty minutes.
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A.P. Calculus Practice Exam BC Version Section I Part B
For this AP Calculus practice test worksheet, students prepare for the BC version on the test by solving seventeen multiple-choice questions using a calculator. The test should be timed and 50 minutes in length.
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Calculus Review
In this calculus instructional activity, students figure out the volume of an area under the curve rotated about the x and y axis. There are 2 questions on this instructional activity with various sub-section.
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A.P. Calculus Practice Exam AB Version- Section I- Part B
In this A. P. Calculus AB activity, students solve seventeen multiple-choice problems with a graphing calculator. This activity is designed as a practice test for the A.P. Exam and should be timed.
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Twenty-Eight Multiple Choice No Calculator Allowed AP Calculus BC Practice Exam
In this AP Calculus BC practice exam, students solve twenty-eight multiple choice problems without the use of a calculator. This worksheet should be completed in fifty-five minutes.
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The Region Between Two Curves
Learners find the area of a region between two curves. They integrate functions such as sin(x) and cos(x) on a given interval and find the area bounded by the two functions. Pupils use their TI-89 to aid them in finding the bounded...
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Calculus Test: Integral
In this integral activity, learners determine the area of a region bounded by given lines. They compute the volume of a solid in a specified region. This two-page activity contains 10 multi-step problems.
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AP Calculus Practice Exam
In this practice exam worksheet, students solve 17 multiple choice problems. Students find derivatives, points of continuity, maximums, minimums, integrals, and area of enclosed regions.
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NEXT GENERATION SPACECRAFT-Orion
Students investigate the volume of a solid. In this calculus lesson, students use integration to find the volume of a solid generated by a region, the Orion crew module.
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Worksheet 5
In this math worksheet, students describe how to define surface area given a variety of situations from word problems. They solve for the volume using calculus.
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AP Calculus Practice Exam
In this Calculus worksheet, students are provided with problems of a similar nature to those on their exam. Problems include limits, derivatives, and integrals. The four page worksheet contains twenty-eight problems. Answers are not...
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Multivariable Calculus/ Bonus Quiz 10
In this math worksheet, students investigate the calculus concept of multiple integration in the form of a quiz. They find the correct value for each integration.
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Area of Curve
In this calculus activity, students calculate the area of a curve bounded between two regions. There are 2 questions asking for the area and length of a curve.
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Review For Test On Chapter 8
Students engage in a study that is intended to be a review for a calculus exam. They practice using a review study sheet to go over some of the major concepts. The review includes using parabolas, length of arc, and volume of solids of...
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Integrations Applications
In this algebra worksheet, students solve functions using integration and the derivative to find the area and volume of a curve. There are 11 questions.
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Integrals
In this Calculus worksheet, students evaluate problems with integrals that require the use of the trapezoidal rule, Simpson’s rule and decomposition into partial rations. The two page worksheet contains sixteen problems. Answers are...
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Worksheet 37
In this math instructional activity, students sketch the regions that give rise to the integrals. Then rewrite them as double integrals with the integration order reversed.
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Worksheet 16 Practice Exam 1
In this math worksheet, students consider the Taylor series and the Fibonacci sequence. They define the interval of convergence of the Taylor series.
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Worksheet 35 - Fall 1995
In this math worksheet, students sketch the graphs labeling the point of intersection in the first quadrant. Then they find the area of Ω.