Spring 2017 Calendar

Monday	Wednesday	Friday
Jan 02: Drop/Add	Jan 04: L1 1.3, 2.2: intro	06: L2 2.2: separable equations
09: L3 2.3: linear equations	11: L4 1.2: implicit, explicit sols	13: L5 2.4: exact equations
16: H1 MLK Day	18: L6 2.6: homogeneous equations	20: L7 2.6: Bernoulli equations
23: D1	25: R1 Review for exam 1	27: E1 Exam 1
30: L8 4.2-4.3: 2nd order homogeneous	Feb 01: L9 4.2-4.3	03: L10 4.4-4.5: undetermined coefficients
06: L11 4.4-4.5	08: L12 4.6: variation of parameters	10: L13 4.6: variation of parameters
13: R2 Review for Exam 2	15: E2 Exam 2	17: L14 7.2-7.3: Laplace transform
20: L15 7.2-7.2: Laplace transform	22: L16 7.4: Inverse Laplace Transform	24: L17 IVP via Laplace transform
27: D2 Review problems	Mar 01: L18 7.6: piecewise functions	03: L19 7.6: periodic functions
06: H2 Spring Break	08: H3 Spring Break	10: H4 Spring Break
13: D3 Review Problems	15: L20 7.8: Impulses & Dirac Delta	17: L21 7.7: Convolution
20: R3 Review for Exam 3	22: E3 Exam 3	24: L22 8.2: review power series
27: L23 8.3: power series & ODEs	29: L24 8.3: power series & ODEs	31: L25 8.5: 8.3: ordinary points
Apr 03: L26 4.7: Domains of variable coefficient equations	05: L27 4.7 reduction of order	07: L28 4.7: Cauchy-Euler equations
10: L29 5.2-5.3: convert of higher order equations to systems	12: L30 7.9: solving systems with Laplace transform	14: R4 Review for Exam 4
17: E4 Exam 4	19: R5 Review for final	23 reading/review