MAT125:Calculus A
Stony Brook,
Fall 2014
Organizational Information
Course Description describes the text, grading policies, and other administrivia.
Meeting times and locations of lectures and recitations.
Teaching staff, with contact information and office hours.
Schedule, Homeworks, and Grades
Schedule and homework assignments. The Date and the Time WebAssign Becomes Visible To Students is Friday Aug 29 12:00AM
Exams
Midterm 1: Monday, September 22, 8:45-10:15 pm.
Locations and proctors:
R01, R02, R03 FREY 102 L. Zhang*,Ghinassi,
R04, R06, R08, R09 ESS 001 Chuan*, Sheridan, Doan
R10, R12, R17 Harriman Hall 137 Movshev,Niu*,Lazebnik
R13, R14, R16 Frey 104 Minoccheri*,Taskent,
R15, R24 Old Engineering 145 Hao*,Cochancela
R20, R21, R25 Javits 102 Perales*,D.Zhang
R22, R27, R28 Old Engineering 143 Cao*,Chen,
R29, R30, R33, R34, R35 Frey 100 McLean*,Jaracz,Gusev
Midterm 2: Thursday, October 30, 8:45-10:15 pm.
Locations and proctors:
R01, R13, R24 FREY 100-- McLean*,Jaracz
R02, R08, R27, R28 FREY 102-- L. Zhang,Ghinassi*,Doan
R03, R04, R06, R09 SBU AUD 123-- Hao*,Cochancela
R10, R14, R15 ESS 001-- Chuan*, Sheridan
R12, R16, R17 Harriman Hall 137-- Movshev,Niu*,Lazebnik
R20, R25 Old Engineering 143-- Cao*,Chen,
R21, R22 Light Engineering 102-- Perales*,D.Zhang
R29, R30, R33, R34, R35 FREY 104-- Minoccheri*,Taskent, Gusev
Final: Wednesday, Dec.10 11:15-1:45pm
Locations and proctors:
R01, R02, R03--Harriman Hall 137 L. Zhang*,Ghinassi
R04, R06, R09--JAVITS 110 Sheridan, Doan*
R08, R27, R28--Engineering 143 Chen,D.Zhang*,Movshev
R10, R14, R16--Frey 102 Lazebnik*, Taskent
R21, R25--Frey 104 Perales, Cochancela *
R12, R17, R22--Engineering 145 Niu*, Minoccheri
R13, R15, R20, R24--SBU Auditorium 123 Cao, Hao, Chuan*
R29, R30, R33, R34, R35--Simons Center 103 McLean,Jaracz,Gusev*
A Fable: Maluva and Alissi. The Story of Two Newcomers to the Town of Calculus.
A kind of calculus that this course is not about. Don't be fooled by imitations. Accept only the genuine article.
Some calculus-related animations and Java applets
Average rates of change, secant lines, and tangent lines.
Animations of the limit of secants approaching the tangent line for a "nice" function, at a point where there is no tangent, and at a point where the tangent line is vertical.
A bouncing ball, together with its height and velocity as a function of time.