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[DOCX File]Basic Integration Rules
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We will be making extensive and frequent use of the ideas and calculations for derivatives and antiderivatives in extending the formulas - particularly for calculating integrals and for extending our antiderivative rules. LEARNING OBJECTIVES: 1. Begin to know your team for the second semester. 2.
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[DOC File]MATH 115 ACTIVITY 1:
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1. Be able to extend the derivative and antiderivative techniques to include new functions. 2. Become familiar with the derivative and antiderivative rules for sine and cosine functions: 3. Work as a team, using the team roles. CRITERIA: 1. Success in completing the exercises. 2. Success in working as a team and in filling the team roles.
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[DOCX File]www.math.lsu.edu
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The antiderivative rules all come from the derivative rules, but using them is not as straightforward because the chain rule kicks in from the beginning. We use to represent "the general antiderivative of f(x) with x as variable" Since "the general antiderivative" of a derivative is the origional function plus or minus any constant, we have .
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[DOC File]MATH 115 ACTIVITY 1:
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Friday, 2/1 QUIZ on Antiderivative Rules and Initial Value Problems. Velocity and Acceleration due to gravity HW Motion WS TBHI. Monday, 2/4 Motion Packet HW WS 2 #2,3 and WS 3. Tuesday, 2/5 Motion HW Worksheet Packet Also Read p 275-276 in text. Wednesday, 2/6 4.3 Riemann Sums & Definite Integrals . HW p278 13-28,31,46,47, 55-58. Thursday, 2/7
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[DOC File]Indefinite Integrals Calculus
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Basic Integration Rules. Integration is the “inverse” operation to differentiation. So integrating will undo differentiation and differentiation will undo integration. ... So finding the antiderivative of y is the same thing as finding the general solution to the differential equation.
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[DOC File]Chapter 3
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We first note that is an antiderivative of Hence we have . We conclude the lesson by stating the rules for definite integrals, most of which parallel the rules we stated for the general indefinite integrals. Given these rules together with Theorem 4.1, we will be able to solve a great variety of definite integrals. Example 2: Compute . Solution ...
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[DOC File]116Deriv review95 - Saint Mary's College
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general antiderivative. of is. To actually find an antiderivative we need to use the following rule. Power Rule for Antiderivatives. If then the most general antiderivative of is , where C is an arbitrary constant. Example 8.2. Find the most general antiderivative of . Solution ( Using the …
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How to Find Antiderivatives Using Reverse Rules - dummies
3. 4. 5. There are two other special rules for integration(RS3) that involve the natural logarithm and the exponential function. Recall that the general power rule for antidifferentiation stated . The special rule for integration now allows us to integrate functions with an exponent of –1. Find the following. 6. 7.
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[DOC File]Activity A1- Antiderivatives
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TheoremThe Family of Antiderivatives. Let . F be any antiderivative of f on an interval I .Then all the antiderivatives of f on I have the form F+C , where C . is an arbitrary constant.
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Antiderivative rules