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What is the fundamental frequency of exp(2pi*w*j)?
  • a)
    1pi*w
  • b)
    2pi*w
  • c)
    w
  • d)
    2w
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
What is the fundamental frequency of exp(2pi*w*j)?a)1pi*wb)2pi*wc)wd)2...
Fundamental period = 2pi/w, hence fundamental frequency will be w.
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Most Upvoted Answer
What is the fundamental frequency of exp(2pi*w*j)?a)1pi*wb)2pi*wc)wd)2...
Correct option is not C.
first t is missing
if t is there fundamental frequency would be 2pi*w
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Community Answer
What is the fundamental frequency of exp(2pi*w*j)?a)1pi*wb)2pi*wc)wd)2...
Explanation:

Fundamental Frequency of exp(2pi*w*j)
- The given expression is exp(2π*w*j), where j is the imaginary unit.
- The fundamental frequency of this expression refers to the frequency component that has the lowest frequency in the signal.
- In the given expression, the frequency component is represented by the variable w.

Calculation
- The formula for calculating the fundamental frequency of a signal in the form exp(j*θ) is given by ω = θ / (2π), where ω represents the frequency.
- In the given expression exp(2π*w*j), θ = 2π*w.
- Substituting θ = 2π*w into the formula, we get ω = (2π*w) / (2π) = w.

Therefore, the fundamental frequency of exp(2π*w*j) is w.
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