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MTH 251 Lecture 30: MTH 251 Lecture 30
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Recall 1 1)2+1 tan = =0 2+1 , 1 Note: This holds for = 1 ( ) = 1 =1 + + 1 1 4 =0 2+1 3 5 7 9 Homework example: = tan ( ) 3 (1)(3)2+1 tan...
MTH 251 Lecture Notes - Spring 2018, Lecture 36 - Cartesian Coordinate System
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1 = 0 36 + 36 2 1 = 1 + = 6 + 1 + 2 = 2 + 1 0 = 2 2 = 3 4 1 2 32 = 3 3 1 = 28 2 Section 10.3 Polar coordinates Consider a point in the plane. We call this point the pole (or the origin) and label it . We draw a ray extendi...
MTH 251 Lecture Notes - Spring 2018, Lecture 35 - Telescoping Series
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Exam Review 2 telescoping series tan 1( + 1 tan1 )] =1 = tan (2) tan 1(1 + tan 1(3 tan 1(2 + tan 1(4 1 1 1 1 1 1 tan (3 + tan ( tan ( 1 + tan ( + 1 tan ( + 1 tan () 1 1 = tan 1 + tan ( + 1) 2 lim = lim[ + ( + 1)] 4 = + = 4...
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All MTH 251 Materials | Winter 2018
MTH 251 Study Guide - Winter 2018, Midterm - Product Rule, Partial Fraction Decomposition
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Miami University MTH 251 Calculus II Winter 2018 Term Test 1 Professor: Konstantinos Beros Exam Guide Table of content: - Review - Section 7.2: Trigonometric Integrals - Section 7.3: Trigonometric Substitution - Sectio...
MTH 251 Study Guide - Winter 2018, Midterm - Limit Comparison Test, Geometric Progression, Monotonic Function
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Miami University MTH 251 Calculus II Winter 2018 Term Test 3 Professor: Konstantinos Beros Exam Guide Table of content - Section 7.7: Approximation Of Integrals - Section 11.1: Sequence - Section 11.2: Series - Sectio...
MTH 251 Study Guide - Winter 2018, Midterm - Farad
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Miami University MTH 251 Calculus II Winter 2018 Term Test 2 Professor: Konstantinos Beros Exam Guide Table of content: - Section 7.8: Improper Integrals (Continue)- Section 8.1: Arc Length- Section 8.2: Surface Area of So...