Update: 09/07/05
Differential Equations Reference table of contents
 Dif Eq Main - Dif Eq HW Solutions
 Dif Eq Practice Tests - Dif Eq Worksheets -
DifEq Generic Outline
 Information for Current Students

 Needed Handouts

To find something, you can use Edit then Find on your browser
(some things appear under more than one heading)
Start Page - All Handouts - Readme - HW/Sched/Syl - PDF Reader 

Reference
Homework
Practice Quiz/Test/Exam

Group/In-class

 alg     calc    difeq    finite   la  pcalc  stat  QM  MRS trig  calculators  curr/class/info  ReadMe  Textbook Home HW  Need PDF

Reference Material - Summary Reference - Step-by-step - Theory - Type Reference

(chapters refer to Zill text 6th and 7th Ed)

Other Reference Links, etc.
diff_eq_practice_quizzes practice tests directory
SEE Algebra Some topics are in the Algebra handouts
SEE Calculus Some topics are in the Calculus handouts
SEE Precalculus Some topics are in the Precalculus handouts
SEE Trig Some topics are in the Trig handouts - Get Trig Identities for Reference
DE Notebook Tabs Suggested tabs for a DE notebook
Reference Material - NOTEBOOK TAB
aa_difeq_type_ref Find steps etc by differential equation type (with links)
error_function_plus_more can't integrate finitely - functions that cannot be integrated
annihilator_breif annihilator summary for reference
ch2_first_order_misc miscellaneous information on solving 1st order DE's
Summary Reference - NOTEBOOK TAB
ch4_higher_order_1 formulas - differential equations of higher order page 1 homogeneous linear
ch4_higher_order_2 formulas - differential equations of higher order page 2 non-homogeneous linear constant coefficients  annilihator
ch4_higher_order_3 formulas - differential equations of higher order page 3 Cauchy-Euler, Euler-Cauchy, Euler or equidimensional

Step-by-step - NOTEBOOK TAB

ch2_first_order_steps_exact_eq steps to solve first-order exact equations
ch2_first_order_steps_linear_eq steps to solve first-order linear equations (integrating factor)
ch2_first_order_steps_separable_eq steps to solve first-order linear equations that are separable
ch2_first_order_steps_sub_bernoulli_eq steps to solve first-order Bernoulli equations (substitution)
ch2_first_order_steps_sub_homo_eq steps to solve first-order homogeneous equations when M and N are homogeneous functions (substitution)
ch2_first_order_steps_sub_reduction_eq steps to solve first-order equations with f(Ax + By + C) by reduction to separation of variables (substitution)
ch4_higher_order_steps_homo_lin_const_eq steps to solve a higher order homogeneous linear DE with constant coefficients
ch4_higher_order_steps_nonhomo_lin_annih_eq steps to solve a higher order nonhomogeneous linear DE with constant coefficients - annihilator
ch4_higher_order_steps_nonhomo_lin_cauchy_euler steps to solve a higher order nonhomogeneous linear Cauchy-Euler DE
ch4_higher_order_steps_nonhomo_lin_wronskian_eq steps to solve a higher order nonhomogeneous linear DE with constant coefficients - Wronskian
ch4_higher_order_steps_reduction_eq steps to solve a 2nd order linear DE - second solution from first by reduction of order equation
Theory - NOTEBOOK TAB
ch4_theory theory for Chapter 4 (DE's of higher order - linear equations - homogeneous and nonhomogeneous) by Ira Rosenthal
ch5_theory theory actually a summary for Chapter 5 with formulas - Springs (First part only)
ch7_laplace_trans_1 formulas - Laplace transform formulas and theorems - MOST COMPLETE - all of the 2 below
ch7_laplace_trans_table table of some Laplace transforms and some theorems for quick reference 
ch7_laplace_trans_table_extended table of more Laplace transforms for quick reference 
ch7_laplace_trans_calc_prgm calculator (TI-89) function to do Laplace transforms - also an implicit differentiation function
existence existence conditions that a DE must possess to have a solution 
program_difeuler numerical method for solving a difeq Euler
v_integrating_factors integrating factors for 1st order linear and  non-exact
v_notes_1_1 theory and definitions for section 1.1 (Zill)
v_notes_2_3 theory for section 2.3 (Zill 7) integrating factor
v_notes_2_5 theory for section 2.5 (Zill 7) y = ux or x = vy substitution
v_notes_4_2 theory for section 4.2 (Zill 6) 
v_notes_4_3 theory for section 4.3 (Zill 6) 
v_notes_4_7 theory for section 4.7 (Zill 6)
v_notes_7_2 transform of a derivative 7.2 (Zill 7)
v_notes_7_3 steps_zill_7th_translation_theorems
v_notes_7_3_steps_translation steps_zill_7th_translation_theorem
v_notes_7_4 theory for section 7.4 (Zill 6) 7.2 (Zill 7) laplace

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