What the heck is Analytics Geometry Calculus

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    Calculus Geometry
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SUMMARY

Analytic Geometry Calculus 1 is effectively equivalent to a standard Calculus 1 course, incorporating analytical geometry principles learned in Intermediate Algebra. This course is primarily designed for math, physics, and engineering majors, contrasting with "Applied Calculus" and "Concepts of Calculus" courses tailored for other disciplines. Students will learn calculus within a coordinate system context, which enhances their understanding of calculus principles through geometric interpretations.

PREREQUISITES
  • Intermediate Algebra knowledge, particularly in analytical geometry
  • Basic understanding of calculus concepts
  • Familiarity with coordinate systems
  • Mathematical logic and problem-solving skills
NEXT STEPS
  • Review the course catalog for "Analytic Geometry and Calculus" details
  • Study the relationship between calculus and analytical geometry
  • Explore programming basics relevant to engineering computations
  • Investigate software tools like Maple, Mathematica, and MATLAB for mathematical modeling
USEFUL FOR

Students entering math, physics, or engineering programs, particularly those preparing for Calculus 1 and seeking to understand the integration of analytical geometry in calculus.

undrcvrbro
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I was really excited because I tested into this calc class for my first semester as a freshman , and then I realized..I don't really know what it is. Is "Analytic Geometry Calculus 1" any different from a normal calc 1 class? What should I expect from this course?
 
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undrcvrbro, relaaaxxx! That will be the usual name for "Calculus 1". You will use the same analytical geometry which you learned in Intermediate Algebra, as well as other algebraic and geometric formulaic descriptions as starter material for illustrating Calculus principles. So, usually, especially for science students, "Analytical Geometry and Caclulus 1" is the same as "Calculus 1".
 
Math, physics, and some engineering majors at my school take a calculus series "Calculus with Analytic Geometry" 1, 2, and 3. This is as opposed to "Applied Calculus" 1 and 2 for other sciences and some engineering disciplines, and "Concepts of Calculus" for business majors.

That said, the "with Analytic Geometry" one is the "normal" calculus series. Analytic geometry is exactly what the name suggests. You learn calculus in the context of some kind of coordinate system.
 
symbolipoint I am relaxed...just curious, that's all. Thanks guys. Oh, and uh, one more thing...Does anyone have a clue as to what the course Chemical Engineering Computations might be?
 
Doesn't your university have course descriptions somewhere on its Web site? They might be PDF files from the official catalog or "academic bulletin."
 
jtbell said:
Doesn't your university have course descriptions somewhere on its Web site? They might be PDF files from the official catalog or "academic bulletin."
Hey thanks for reminding me jtbell. I forgot I even had a course catalog, because I got it practically six months ago, and it had become covered in the mountain high pile of letters I got from colleges. Ugh. Apparently it has some basic computer programming...if I have absolutely no experience with programming, will I struggle?
 
undrcvrbro said:
Hey thanks for reminding me jtbell. I forgot I even had a course catalog, because I got it practically six months ago, and it had become covered in the mountain high pile of letters I got from colleges. Ugh. Apparently it has some basic computer programming...if I have absolutely no experience with programming, will I struggle?

Programming == math
Good at math/logics == good at programming.

Some people find programming extremely hard; I really don't know why. But, most people ,good in math, learn programming very easily.
 
rootX said:
Programming == math
Good at math/logics == good at programming.

Some people find programming extremely hard; I really don't know why. But, most people ,good in math, learn programming very easily.

Nice. I should be fine then. Thanks.
 
rootX said:
Programming == math
Good at math/logics == good at programming.

Some people find programming extremely hard; I really don't know why. But, most people ,good in math, learn programming very easily.

I wouldn't say this is set in stone. I know quite a few people who are wonderful at math but just aren't computer savy. They struggle more than the rest of us with Maple/Mathematica/Matlab/ programing.

That being said, not having programing experience shouldn't be much of a set back as I can guarantee you are not the only one. It just takes some getting used to same as a foreign language only its easier because its roughly in English still
 

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