What Grade Level Does Calculus Extend to in Electrical DAE Programs?

  • Context: High School 
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SUMMARY

Calculus is a critical component of Electrical DAE (Diploma of Associate Engineering) programs, typically extending into university-level courses. Students in 12th grade, like the individual in the discussion, often learn foundational calculus concepts such as integration and differentiation. However, they will likely encounter additional calculus coursework in university, including a more rigorous study of differential equations, which is essential for engineering disciplines. A solid understanding of calculus is necessary for success in both undergraduate and master's level engineering programs.

PREREQUISITES
  • Understanding of basic calculus concepts such as integration and differentiation.
  • Familiarity with abstract mathematical thinking.
  • Knowledge of differential equations and their applications in engineering.
  • Awareness of the curriculum structure in Electrical DAE programs.
NEXT STEPS
  • Research the curriculum for Electrical DAE programs to understand calculus requirements.
  • Explore university-level calculus courses, focusing on differential equations.
  • Study resources on abstract mathematical thinking to enhance comprehension of advanced calculus.
  • Investigate the role of calculus in various engineering fields, particularly electrical engineering.
USEFUL FOR

High school students pursuing Electrical DAE, university engineering students, and educators seeking to understand the calculus requirements in engineering programs.

otomanb
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I am in 12 grade. In this period of time I have learn much calculus like integ and differenct. I want to know up to which class/grade i have to face calculus i m doing DAE in Electrical.
Is calculus is in Engineering or in Mater level (16th) grade ?
Thanks
 
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I'm of two minds about Calculus classes at the 12th grade level. They can be very good but often, because the students do not yet have the "abstract" thinking necessary, emphasise technique over concepts. I suspect that you will have to take another, say, year and a half to two years of Calculus in University- perhaps reviewing what you have already learned, but, hopefully, at a more rigorous level- including differential equations.
 
thanks for the reply sir
 

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