Ordinary Differential Equations for Engineers.  3012  MATH 263  001  

First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Lecture Schedule Type Lecture Instructional Method 3.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3013  MATH 263  002  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Lecture Schedule Type Lecture Instructional Method 3.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3014  MATH 263  003  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3015  MATH 263  004  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3016  MATH 263  005  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3018  MATH 263  006  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  3019  MATH 263  007  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Tutorial Schedule Type 0.000 Credits View Catalog Entry


Ordinary Differential Equations for Engineers.  21387  MATH 263  008  
First order ODEs. Second and higher order linear ODEs. Series solutions at ordinary and regular singular points. Laplace transforms. Linear systems of differential equations with a short review of linear algebra.
(315) Corequisite: MATH 262. Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 315 or MATH 325. Associated Term: Winter 2020 Registration Dates: Apr 02, 2019 to Jan 21, 2020 Midterm Exam Schedule Type 0.000 Credits View Catalog Entry

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