4. What are the strengths and potential drawbacks of this course?

Strengths:

• Offers a modern, integrated perspective on calculus by emphasizing computational methods and conceptual clarity.
• Efficient structure—focuses on essential applications without overwhelming theoretical depth, ideal for practical learners.

Limitations:

• Limited to core integral applications; does not cover topics like vector calculus, differential equations, or advanced multivariable theorems such as Stokes’ or Green’s.
• No clear evidence of interactive or software-based labs—it may be more lecture-driven.