Math 2413.05: Calculus 1, Summer I 2017
EMAGC
2.206 MTWRF 11:35--13:35
Contact information
Instructor:
Dr. Eleftherios Gkioulekas
Office hours: TR 13:45--14:45
Office location: EMAGC 3.214
References
J. Stewart,
"Essential Calculus"
(early transcendentals), 2nd edition, Thomson Brooks/Cole, 2012
E. Gkioulekas (2013):
"On equivalent characterizations of convexity of functions"
,
International Journal of Mathematical Education in Science and Technology
,
44
, 410-417
E. Gkioulekas (2013):
"Zero-bounded limits as a special case of the squeeze theorem for single-variable and multivariable limits"
,
International Journal of Mathematical Education in Science and Technology
44
, 595-609
E. Gkioulekas (2014):
"Generalized local test for local extrema in single-variable functions"
,
International Journal of Mathematical Education in Science and Technology
45
, 118-131
Documents
Syllabus
Assigned Homework
Maxima Tutorial
Scheduled Excused Absense form
HOP Policy on Attendance
Lecture Notes
Trigonometric identities
CAL1.0:
Review of inequalities
CAL1.1:
Functions and domains
CAL1.2:
Limits and Continuity
CAL1.3:
Asymptotes
CAL1.4:
Derivatives
CAL1.5:
Differential Calculus
CAL1.6:
Exponentials and Logarithms
CAL1.7:
Other Inverse Functions
CAL1.8:
Introduction to integrals
Download notes as a book
Exam Solutions
Exam 1 solution
Exam 2 solution
Exam 3 solution
Final exam solution
Prerequisites
College Algebra
Precalculus
Links
Calendars
Free Online Graphing Calculator
wxMaxima
(computer algebra software)
Maxima on Android
Wolfram Calculus Course Assistant
(for ipad, iphone)
College Algebra Solved!
(watch the
demo
)
MyAlgebra
What's new
07/12/2017: Uploaded
Final exam solution
07/07/2017:
Final Exam is scheduled for Tuesday 07/11/2017 in our classroom during 11:50--13:35
07/07/2017: Uploaded
Exam 3 solution
06/30/2017: Uploaded
Exam 2 solution
06/19/2017: Added examples to
CAL1.6: Exponentials and Logarithms
06/18/2017: Corrections to
CAL1.2: Limits and Continuity
06/16/2017: Uploaded
Exam 1 solution
05/13/2017: Created website.