Evaluation #63189
Details
903960140
jon.feldman13@gmail.com
Accepted Applicant
xc4
1500 Houston St, Fort Worth, TX 76102-6599
United States
[ 146171 ]
Differential Equations
Spring 2024
(Semester Basis)
3 credit hours
Policy
Policy
Options
Notes
2024-05-21 18:11:12 - Jonathan Feldman <jfeldman34>
I have submitted my official Tarrant County College transcript to the Georgia Tech Department of Undergraduate Admissions through Parchment. This transcript includes my grade for MATH 2320. Thank you for your time. I truly appreciate it.
2024-05-21 13:44:09 - Makesia D Scott <ms366>
There was no grade reported on your transcript for this course. Credit will be applied to your account once your official transcript has been received and processed.
2024-04-25 18:30:51 - Jonathan Feldman <jfeldman34>
Thank you so much for getting back to me! The following is a description of the topics covered in each chapter transcribed from the table of contents of the course's textbook. (A copy of the table of contents is attached in the application files): Chapter 1) Definitions and terminology of differential equations; initial value problems; and differential equations for mathematical modeling. Chapter 2) Separable equations; linear equations; exact equations; solutions by substitution; and solution curves without a solution. Chapter 3) Linear models; nonlinear models; and modeling with systems of first-order ODEs. Chapter 4) Homogeneous linear equations with constant coefficients; the method of undetermined coefficients; variation of parameters; Cauchy-Euler equations; Green's function; solving systems of linear differential equations by elimination; and nonlinear differential equations. Chapter 5) Linear models for spring-mass systems with free, dampened, and driven motion; linear models for boundary value problems; and nonlinear models. Chapter 6) Solutions about ordinary and singular points, focussing on the ordinary point. Chapter 7) Laplace and inverse Laplace transforms; applications of Laplace transforms; convolution integrals; and systems of linear differential equations. Chapter 8) Homogeneous linear systems using eigenvalues/vectors and nonhomogeneous linear systems using undetermined coefficients and variation of parameters. Chapter 9) Euler methods; Runge-Kutta Methods; and higher order equations and systems.
2024-04-24 15:34:33 - Jonathan Feldman <jfeldman34>
Thank you so much for getting back to me! The following is a description of the topics covered in each chapter transcribed from the table of contents of the course's textbook. (A copy of the table of contents is attached in the application files): Chapter 1) Definitions and terminology of differential equations; initial value problems; and differential equations for mathematical modeling. Chapter 2) Separable equations; linear equations; exact equations; solutions by substitution; and solution curves without a solution. Chapter 3) Linear models; nonlinear models; and modeling with systems of first-order ODEs. Chapter 4) Homogeneous linear equations with constant coefficients; the method of undetermined coefficients; variation of parameters; Cauchy-Euler equations; Green's function; solving systems of linear differential equations by elimination; and nonlinear differential equations. Chapter 5) Linear models for spring-mass systems with free, dampened, and driven motion; linear models for boundary value problems; and nonlinear models. Chapter 6) Solutions about ordinary and singular points, focussing on the ordinary point. Chapter 7) Laplace and inverse Laplace transforms; applications of Laplace transforms; convolution integrals; and systems of linear differential equations. Chapter 8) Homogeneous linear systems using eigenvalues/vectors and nonhomogeneous linear systems using undetermined coefficients and variation of parameters. Chapter 9) Euler methods; Runge-Kutta Methods; and higher order equations and systems.
2024-04-24 14:03:07 - Jake D Vaughn <jvaughn67>
Please respond with the topics covered in each Chapter so that the department can review.
2024-04-18 16:52:36 - Jonathan Feldman <jfeldman34>
Thank you for your time and consideration; I truly appreciate it.
Trail Log
2024-05-21 13:44:09
Final equivalencies entered by Makesia D Scott (ms366) Final equiv: MATH 2X52 (3 hrs). Policy. Phase set to Complete.
2024-05-01 00:01:01
Draft equivalencies entered by Xu-Yan Chen (xc4) Draft equiv: MATH 2X52 (3 hrs). Policy. Phase set to Registrar 2.
2024-04-30 13:35:49
Assigned to Xu-Yan Chen (xc4) by Jake D Vaughn (jvaughn67). Phase set to Department.
2024-04-25 18:30:51
Resubmitted to Registrar 1 by Jonathan Feldman (903960140). Phase set to Registrar 1.
2024-04-25 18:30:28
Supplemental file attached to evaluation by Jonathan Feldman (903960140).
2024-04-24 14:03:07
Sent back to Student by Jake D Vaughn (jvaughn67). Phase set to Student. Must be resubmitted.
2024-04-20 23:49:47
Supplemental file attached to evaluation by Jonathan Feldman (903960140).
2024-04-18 16:52:36
Evaluation initiated by Jonathan Feldman (903960140). Phase set to Registrar 1.