What Level of Math is Needed to Do Computer Science (Bachelor's)?

In summary, the highest degree of math needed for a CS Bachelor's degree varies depending on the university. However, on an overall standard, it usually includes 3 semesters of calculus and Linear Algebra. Some universities may also require additional courses in math, such as Differential Equations or a math elective. It is important to thoroughly research the degree plan for the specific college being attended. Some schools may only require freshman level calculus, while others may also require statistics and probability.
  • #1
SF49erfan
24
0
For a CS Bachelor's, what is the highest degree of math needed (and what is the highest used - optionally)?

Greatly appreciate the help and feedback!
 
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  • #2
That really depends on the university, but on an overall standard I believe it would be...

At my university it's 3 semesters of calculus and Linear Algebra (Highest degree I suppose).

However, I've heard that in the US some universities don't make distinction between computer science and computer engineering but take the latter as a specialization inside their computer science curriculum. I mention it because at mine they are two separated disciplines and the latter requires 2 more courses in math. In the case of you actually referring to computer engineering with the words "computer science" then it would be more like:

3 semesters of calculus
Differential Equations (Highest Degree)
1 Math Elective

Highest used? I don't know, I would make sure to learn them all well, just in case. That's my opinion.
 
  • #3
This should be included in the degree plan for the college you're attending or plan to attend.
 
  • #4
Psinter said:
That really depends on the university, but on an overall standard I believe it would be...

At my university it's 3 semesters of calculus and Linear Algebra (Highest degree I suppose).
There are a number of schools that only require freshman level calculus for a computer science major. There are some that don't even require that! Some require calculus and linear algebra. A very few, even more.

How much mathematics is required depends very much on the school.
 
  • #5
Statistics and probability are typically also required--and are useful in a wide variety of software these days.
 

1. What level of math is typically required for a Bachelor's in Computer Science?

The level of math required for a Bachelor's in Computer Science varies depending on the specific program and university. However, most programs typically require students to have a strong foundation in calculus, statistics, and discrete mathematics.

2. Do I need to have a background in math to study computer science?

While having a background in math can certainly be beneficial for studying computer science, it is not always a requirement. Many universities offer introductory math courses specifically designed for computer science students.

3. Can I study computer science if I am not good at math?

If you struggle with math, it may be more challenging to study computer science. However, with dedication and hard work, it is still possible to succeed in the program. Many universities also offer resources such as tutoring and study groups to help students with math-related coursework.

4. Are there any specific math courses that are particularly important for computer science?

Some of the most important math courses for computer science include calculus, linear algebra, and discrete mathematics. These courses provide the foundational knowledge necessary for understanding algorithms, data structures, and other key concepts in computer science.

5. Can I major in computer science if I am not interested in math?

While a strong understanding of math is important for computer science, it is not the only aspect of the field. There are many other areas of computer science that do not heavily rely on math, such as user interface design, software engineering, and project management. However, it is important to have a basic understanding of math to be successful in any area of computer science.

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