Optimization problems calculus worksheet
[DOC File]Optimization Problems (Calculus Fun)
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Optimization Problems (Calculus Fun) Many application problems in calculus involve functions for which you want to find maximum or minimum values. The restrictions stated or implied for such functions will determine the domain from which you must work.
[DOC File]AP Calculus AB - Council Rock School District
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Worksheet #2. Answers: AP Calculus AB. Chapter 4: U-Substitution. Worksheet #3. Find each antiderivative: Answers: AP Calculus AB. Chapter 4: Integration: Bounded . Areas. Worksheet #4 (Area is positive, right?) Find the area bounded by: Answers: 68 256/5. 32/3. 8 12 48 16/3. 2 128/15 AP Calculus AB. Chapter 4: Integration. Worksheet #5 AP ...
[DOCX File]Calculus I
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Worksheet HW 4.4 B: “Average Value of a Function, 2nd Fund. Theorem of Calculus and The Accumulation Function” 1-9 all
[DOC File]The Apple Orchard Problem
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The Apple Orchard Problem. Lesson Summary: In this activity, students will explore various approaches to solving the problem of maximizing the total production of apples in an orchard using several techniques on the TI-Nspire CAS calculator.
[DOC File]Applications of the Derivative – Optimization Problems
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Applications of the Derivative – Optimization Problems. You are under contract to design a storage building with a square base and a volume of 14,000 cubic feet. The cost of materials is $4 per square foot for the floor, $16 per square foot for the walls and $3 per square foot for the roof. Find the dimensions that minimize the cost of materials.
[DOC File]The Corner Problem
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Activity 4: Using Calculus on the TI-Nspire CAS to obtain the maximum length of a rod that can be horizontally carried around a corner. Goal: Students will use their knowledge of calculus, utilizing the TI-Nspire as an aid, to calculate the derivative, find the critical points, and find the longest possible rod which can be carried around the ...
[DOC File]Optimization - Tredyffrin/Easttown School District
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This very cool calculus applet shows one solution to this problem and multiple representations of the problem as well. Calculus Applet on Optimization. Review Questions. In problems #1–4, find the absolute maximum and absolute minimum values, if they exist. on [0, 5] on [-2, 3] on [1, 8] on [-2, 2]
[DOC File]AP Calculus AB
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Optimization Worksheet, Section 3-7. 1. The sum of two numbers is 6. The sum of their squares is a minimum. What are the two numbers? 2. The product of two positive numbers is 16. Their sum is a minimum. What are the two numbers? 3. The sum of a positive number and 4 times the square of its reciprocal is a minimum. What is the number? 4.
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