Not too easy. Not too difficult.
Course Overview:
I would recommend this course because it's detail orientated and new friends can be made. There are minimum ways to get the correct answer, after all it is math. If the student knows the material step by step then there's a greater chance that they pass. This cousre help me make friends because some of the students would get together later and do the work and ask each other questions. If the teacher answered my question and I still didn't understand it. I would later ask the students in group and they made it clear. The people that were in the study group I'm still friends with them to this day.
Course highlights:
The highlights of this course was recieving the test grades that I knew I was suppose to make. This class was based on 3D shapes. What I learned was diffrent theorems to find the volume or surface area of those shapes. Theorems include but not limited to Green's, Stoke's, Divergence, etc.
Hours per week:
3-5 hours
Advice for students:
To be successful the student just have to do two things, ask questions and do alot of examples outside of class. When the student ask questions it will clear the room of awkwardness and ease the tension. Then it opens the floor for other students to ask questions. If majority of the students are asking questions then a question might get answer that another student may not have thought to ask. The more examples the student does, outside of class, the more chance they will not mess up on the test. Also, they will not have the teacher to help them, so they have to recall what the teacher did/said in class.
Not too easy. Not too difficult.
Course Overview:
wouldnt recommend for a math elective
Course highlights:
integration on 3d objects/ vector fields / partial derivs
Hours per week:
6-8 hours
Advice for students:
do the wiley plus homework otherwise you will not understand the basics