Comparing Calculus ABCD to 1,2,3: What's the Difference and Do I Need Both?

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The discussion centers on the comparison between different calculus sequences in college courses. The participant is currently enrolled in night courses covering calculus ABCD and has completed calculus C, which included topics like convergent and divergent series, power series, vectors in 3D, and polar coordinates. They inquire whether completing calculus ABCD allows them to bypass the traditional calculus 1, 2, and 3 sequence. It is noted that some institutions, like UCLA, have a six-semester calculus system (31A/B, 32A/B, 33A/B) that includes linear algebra and differential equations, with 33A specifically covering linear algebra and 33B focusing on differential equations. The conversation clarifies that UCLA's sequence is essentially equivalent to the traditional calculus sequence plus these additional courses.
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Im currently taking night courses and all they offer is calculus ABCD. I just finished calc C and the course covered convergent and divergent series, power series, vectors in 3d, and polar coordinates. I was wondering how ABCD compare to 1,2,3? If I complete ABCD does that mean i don't need to take calc 1,2,3?
 
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You could start at Calc 3. That's where you get your 3d vector operators Div Grad and Curl
 
just a fun fact:

UCLA's Calculus system is 6 semesters:

31A/B
32A/B
33A/B

versus

the typical calc 1,2,3 linear algebra, differential equations typical path for most colleges and universities
 
thrill3rnit3 said:
just a fun fact:

UCLA's Calculus system is 6 semesters:

31A/B
32A/B
33A/B

versus

the typical calc 1,2,3 linear algebra, differential equations typical path for most colleges and universities

Is linear algebra covered in their calculus sequence?
 
qntty said:
Is linear algebra covered in their calculus sequence?

yes.

33A is linear algebra, and 33B is intro to diff equations

so I guess their sequence is just like calc abcd + those two classes.
 
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