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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam2_sol

OC25402947 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. 2: (16 points) using the de nition of a de nite integral, i. e. the limit of a ri
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CU-BOULDERAPPM 1345AllSpring

appm134spring2015exam3_sol

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31 Jan 2019
0
Spring 2015: (8 points) match the graphs shown to four of the following functions. No explanation is necessary. (a) y = ex (b) y = e x (c) y = ln x (d)
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CU-BOULDERAPPM 1345AllSpring

appm134spring2015exam1_sol

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31 Jan 2019
0
300 terms (for this sum, write your answer in the form mn where m, n are integers. ) 100 (a) s1 = (b) use the formula n. = 2102 : (30 points) consider
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CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam2_sol

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31 Jan 2019
0
Spring 2014: (28 points) evaluate the following. dt (a) z (7 t)3. 0 sec2 (1 + 7 tan )2/3 d (c) the area of the shaded region shown below. y x. Solution
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CU-BOULDERAPPM 1345AllSpring

appm134spring2013exam3_sol

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31 Jan 2019
0
Spring 2013 (b) solution 1: use logarithmic differentiation: (12 points) match the graphs shown to the following functions. No explanation is necessary
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3_sol

OC25402945 Page
31 Jan 2019
0
Spring 2018: [14 pts] solve the following equations. (a) 2x2. Solution: (a) (b) log(x + 2) + log(x 1) = 1. 6x = 2 5 x2 6x = 5 x2 6x + 5 = 0 (x 5)(x 1)
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam1_sol

OC25402948 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. Solution: (a) all real numbers except where x2 5 = 0, or all x"s such that x 6= 5
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CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, section, and in- structor"s name. This exam is worth 100 points and
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CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam2

OC25402942 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, section, and in- structor"s name. This exam is worth 100 points and
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, your lecture number and instructor. This exam is worth 100 points an
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam2_sol

OC25402947 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. 2: (16 points) using the de nition of a de nite integral, i. e. the limit of a ri
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2015exam3_sol

OC25402944 Page
31 Jan 2019
0
Spring 2015: (8 points) match the graphs shown to four of the following functions. No explanation is necessary. (a) y = ex (b) y = e x (c) y = ln x (d)
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2015exam1_sol

OC25402945 Page
31 Jan 2019
0
300 terms (for this sum, write your answer in the form mn where m, n are integers. ) 100 (a) s1 = (b) use the formula n. = 2102 : (30 points) consider
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam2_sol

OC25402945 Page
31 Jan 2019
0
Spring 2014: (28 points) evaluate the following. dt (a) z (7 t)3. 0 sec2 (1 + 7 tan )2/3 d (c) the area of the shaded region shown below. y x. Solution
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2013exam3_sol

OC25402944 Page
31 Jan 2019
0
Spring 2013 (b) solution 1: use logarithmic differentiation: (12 points) match the graphs shown to the following functions. No explanation is necessary
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3_sol

OC25402945 Page
31 Jan 2019
0
Spring 2018: [14 pts] solve the following equations. (a) 2x2. Solution: (a) (b) log(x + 2) + log(x 1) = 1. 6x = 2 5 x2 6x = 5 x2 6x + 5 = 0 (x 5)(x 1)
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam1_sol

OC25402948 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. Solution: (a) all real numbers except where x2 5 = 0, or all x"s such that x 6= 5
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, section, and in- structor"s name. This exam is worth 100 points and
View Document
CU-BOULDERAPPM 1345AllSpring

appm134spring2014exam2

OC25402942 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, section, and in- structor"s name. This exam is worth 100 points and
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, your lecture number and instructor. This exam is worth 100 points an
View Document

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CU-BOULDERAPPM 1345AllSpring

archive_appm1345spring2018exam1_sol

OC25402944 Page
31 Jan 2019
0
Write your answer using interval notation. (k) [3 pts] find all in ection points of f (x), if it pos- (f) [2 pts] find f (x). Check your answer very ca
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam1

OC25402942 Page
31 Jan 2019
0
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, your lecture number and instructor. This exam is worth 100 points an
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam3

OC25402942 Page
31 Jan 2019
0
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3_sol

OC25402945 Page
31 Jan 2019
0
Spring 2018: [14 pts] solve the following equations. (a) 2x2. Solution: (a) (b) log(x + 2) + log(x 1) = 1. 6x = 2 5 x2 6x = 5 x2 6x + 5 = 0 (x 5)(x 1)
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam2

OC25402941 Page
31 Jan 2019
0
Spring 2018: [20 pts] evaluate the following integrals. (a) z (t 1)2. 4(cid:12)(cid:12)(cid:12) dx: [12 pts] water is owing into a tub at a rate of 3t
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CU-BOULDERAPPM 1345AllSpring

appm134spring2015exam3_sol

OC25402944 Page
31 Jan 2019
0
Spring 2015: (8 points) match the graphs shown to four of the following functions. No explanation is necessary. (a) y = ex (b) y = e x (c) y = ln x (d)
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam1_sol

OC25402948 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. Solution: (a) all real numbers except where x2 5 = 0, or all x"s such that x 6= 5
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam2_sol

OC25402944 Page
31 Jan 2019
0
Spring 2018: [20 pts] evaluate the following integrals. (a)z (t 1)2. 0 sec2 (1 + 26 tan )4/3 d (d)z x (2x + 1)3 dx. 5 t4 dt =z t2 2t + 1 t4/5 t11/5 . 1
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CU-BOULDERAPPM 1345AllSpring

archive_appm1345spring2018exam1

OC25402941 Page
31 Jan 2019
0
Spring 2018: [35 pts] consider the function f (x) = x4. Write your answer using interval notation. (k) [3 pts] find all in ection points of f (x), if i
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CU-BOULDERAPPM 1345AllSpring

archive_appm1345spring2018exam1_sol

OC25402944 Page
31 Jan 2019
0
Write your answer using interval notation. (k) [3 pts] find all in ection points of f (x), if it pos- (f) [2 pts] find f (x). Check your answer very ca
View Document
CU-BOULDERAPPM 1345AllSpring

archive_appm1345spring2018exam1

OC25402941 Page
31 Jan 2019
0
Spring 2018: [35 pts] consider the function f (x) = x4. Write your answer using interval notation. (k) [3 pts] find all in ection points of f (x), if i
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3_sol

OC25402945 Page
31 Jan 2019
0
Spring 2018: [14 pts] solve the following equations. (a) 2x2. Solution: (a) (b) log(x + 2) + log(x 1) = 1. 6x = 2 5 x2 6x = 5 x2 6x + 5 = 0 (x 5)(x 1)
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam3

OC25402941 Page
31 Jan 2019
0
On the front of your bluebook, please write: a grading key, your name, student id, your lecture number and instructor. This exam is worth 100 points an
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam2_sol

OC25402944 Page
31 Jan 2019
0
Spring 2018: [20 pts] evaluate the following integrals. (a)z (t 1)2. 0 sec2 (1 + 26 tan )4/3 d (d)z x (2x + 1)3 dx. 5 t4 dt =z t2 2t + 1 t4/5 t11/5 . 1
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2018exam2

OC25402941 Page
31 Jan 2019
0
Spring 2018: [20 pts] evaluate the following integrals. (a) z (t 1)2. 4(cid:12)(cid:12)(cid:12) dx: [12 pts] water is owing into a tub at a rate of 3t
View Document
CU-BOULDERAPPM 1345AllSpring

appm1345spring2016final_sol

OC25402944 Page
31 Jan 2019
0
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam3_sol

OC25402948 Page
31 Jan 2019
0
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam3

OC25402942 Page
31 Jan 2019
0
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CU-BOULDERAPPM 1345AllSpring

appm1345spring2016exam2_sol

OC25402947 Page
31 Jan 2019
0
Instructions: books, notes, and electronic devices are not permitted. 2: (16 points) using the de nition of a de nite integral, i. e. the limit of a ri
View Document

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