IMA211 Course Schedule

Tentative Schedule. See Course Syllabus for textbook references

Week Day Topics Reading due notes
1 Oct. 27 Review Optional exercises:
Exercises Limits
Exercises Derivatives
IMA211-HW1
2 Nov. 1 Integrals: Antiderivatives and the indefinite  integral B&C 4.8
(pp 292 – 301)
Nov. 3 Integrals: approximating the area under a curve, the definite integral B&C 5.1 – 5.2
(pp 306 – 331)
HW 1 due 


3 Nov. 8 Integrals: the fundamental theorem of calculus, integrating even and odd functions, the mean value theorem for integrals B&C 5.3 – 5.4
(pp 334 – 354)
IMA211-HW2
Nov. 10 Integrals: the substitution rule B&C 5.5
(pp 357 – 363)
HW 2 due 


4 Nov. 15 Integrals: velocity and net change, regions between curves B&C 6.1 – 6.2
(pp 370-387)
IMA211-HW3
Nov. 17 Integrals:volume by slicing, volume by shells B&C 6.3 – 6.4
(pp 392 – 410)
HW 3 due 


5 Nov. 22 Integrals: Integration by parts B&C  7.1
(pp 453 – 457)
IMA211-HW4
Nov. 24 Integrals:Trigonometric Integrals B&C 7.2
(pp 460 – 472)
HW 4 due 


6 Nov. 29 Integrals:trigonometric substitutions, length of curves B&C 7.3  , 6.5
(pp 468 – 472, 413-418)
IMA211-HW5
Dec. 1 Integrals: partial fractions B&C 7.4
(pp 476 – 483)
HW5 due 


7 Dec. 6 Holiday IMA211-HW6
Dec.8 Midterm Review HW 6 due  


Dec. 13 – 17 MIDTERM EXAM PERIOD
Dec. 20 – Jan.2 Winter Break
8 Jan. 3 Holiday
Jan. 5 Sequences and Infinite Series: Introduction to sequences and limits of sequences B&C 8.1 – 8.2
(pp 526 – 546)
IMA211-HW7
9 Jan. 10 Midterm Overview
Sequences and Infinite Series: Infinite Series divergence; why 0.999…=1
B&C 8.3 – 8.4
(pp 549 -566)
Jan. 12 Sequences and Infinite Series:  the divergence, integral, ratio, and root tests B&C 8.4 – 8.5
(pp 569 – 584)
HW 7 due 


10 Jan. 17 Power Series: Approximating functions with polynomials, properties of power series B&C 9.1 – 9.2
(pp 589 – 609)
IMA211-HW8
Jan. 19 Power Series: Taylor series B&C 9.3
(pp 611 – 620)
HW 8 due 


11 Jan. 24 Vectors: Vectors in the plane, vectors in 3D B&C 11.1 – 11.2
(pp 680 – 700)
IMA211-HW9
Jan. 26 Vectors: Dot product, cross product B&C 11.3 – 11.4
(pp 703 – 718)
HW 9 due  

 

12 Jan. 31 Functions of Multiple Variables: planes and surfaces,  graphs and level curves B&C 12.1 – 12.2
(pp 774 – 797)
IMA211-HW10
Feb. 2 Functions of Multiple Variables: limits and continuity, partial derivatives B&C 12.3 – 12.4
(pp 800 – 818)
HW 10 due  


13 Feb. 7 Functions of Multiple Variables: the chain rule, directional derivatives B&C 12.5 – 12.6
(pp 821 – 832)
IMA211-HW11
Feb. 9 Functions of Multiple Variables:  the gradient, tangent planes, linear approximation B&C 12.6 – 12.7
(pp 833 – 849)
HW11 due 


14 Feb. 14 Functions of Multiple Variables: maximum and minimum problems, B&C 12.8
(pp 853-860)
IMA211-HW12
Feb. 16 Functions of Multiple Variables: Lagrange multipliers B&C 12.9
(pp 864 – 869)
HW 12 due 


15 Feb. 21 final review IMA211-HW13
Feb. 23 final review HW 13 due
Feb. 28- Mar. 12 FINAL EXAM PERIOD