Calc 3 and Differential Equations

In summary, the conversation discusses whether it is a good idea to take Calc 3 and differential equations in the same semester without linear algebra. Some students have taken these courses simultaneously and have had success, while others recommend not falling behind and spending extra time on weekends to stay ahead. The general consensus is that it is doable, especially since there is some overlap in concepts between the two courses. It is also noted that many universities have a similar curriculum where these courses are taken together in one semester.
  • #1
HPayne
6
0
Hello everyone,
I am currently entering my second year of college in the fall, and will begin Calc 2. My questions involves whether or not it is a good idea to take Calc 3 and differential equations the same semester. The community college I'm attending does not offer linear algebra, so I can not take that. Should I take calc 3 and differential equations in the same semester without linear algebra, or should I wait and take them in a different order and time? Thanks for the advice.
 
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  • #2
Sounds exactly like what I am planning. I am taking calc 1 right now over the summer and then I start calc 2 and then in the spring I take Calc 3 and Differential equations/linear algebra double course. That on top of physics 2 will be brutal. Good luck to us!
 
  • #3
Yeah, it will be brutal, but it will be fun.
 
  • #4
Yes, they hardly overlap so you can take them simultaneously. But don't fall behind in either class, spend extra time on weekends if you have to to say ahead, or drain us PF helpers of our hospitality. :)
 
  • #5
At my community college, it is customary for physics and engineering students to take calc 3, diff eq, and physics 2 during the same semester. So it's nothing out of the ordinary for one to take those two classes simultaneously.
 
  • #6
I took calc 3 and DE during the same semester.

The way I see it...you have vector/3D calculus which is just extending knowledge of what you already know and then you have DE which is really just algebra with a twist (as my calc 3 professor put it) :)

You see partial derivatives in both, so I guess they're kinda similar. Either way I think you'll be fine, in undergraduate there are much more difficult combinations than the two you listed.

Also don't neglect your DEs...that will come to bite you in the *** later ;)
 
  • #7
I took calc 3 and diff eq during a summer before linear algebra. Its fine depending on how much linear is involved. I had to self teach some linear algebra but it wasnt bad. I think I saw partial derivatives in diff eq first but I can't say for sure.
 
  • #8
In my university's general engineering curriculum, calc 3, differential equations, physics 2, and some other engineering class is taken in a single semester (third semester specifically). This is the default I suppose for anyone aiming at a 4-year graduation, so I don't see why you shouldn't. Also, in my university, linear algebra's prerequisite is calc 3, so I think you'll do fine without its knowledge.
 

Related to Calc 3 and Differential Equations

1. What is the difference between Calc 3 and Differential Equations?

Calc 3, also known as Multivariable Calculus, focuses on the study of functions with multiple variables. Differential Equations, on the other hand, deals with the study of mathematical equations that describe how a variable changes over time.

2. Why is it important to study Calc 3 and Differential Equations?

Calc 3 and Differential Equations are important for understanding and solving real-world problems in fields such as physics, engineering, economics, and biology. They also provide a strong foundation for more advanced math courses.

3. What are some key topics covered in Calc 3?

Some key topics covered in Calc 3 include vectors, multivariable functions, partial derivatives, multiple integrals, and vector calculus.

4. How are Differential Equations used in science and engineering?

Differential Equations are used to model and analyze various physical, biological, and economic phenomena, such as population growth, heat transfer, fluid dynamics, and electrical circuits.

5. What are some common techniques for solving Differential Equations?

Some common techniques for solving Differential Equations include separation of variables, variation of parameters, and using integrating factors. Numerical methods, such as Euler's method and Runge-Kutta methods, are also commonly used to approximate solutions to Differential Equations.

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