Recent content by lucasfish1
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Complex exponential expressions.
So, it is just commonplace to work within the unit circle? I mean for my calculator both arguments produce the same answer, I just appropriate the negative when using Euler's formula. Thanks again. Oh and by the way, I am on my way to be an EE so its "j" for me -here on out!- lucasfish1
- Post #3
- Forum: Calculus and Beyond Homework Help
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L
Complex exponential expressions.
Homework Statement I just need some kind of explanation in layman's terms of what exactly is going on here. It seems as though I am missing some key element from trig. I am in a Signals class and the book lacks an explanation of the reduction used and ultimately why. Homework...- lucasfish1
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- Complex Complex exponential Exponential Expressions
- Replies: 3
- Forum: Calculus and Beyond Homework Help