Determine all values of the constant real number k so that the Fourier series of the periodic function f(t) = , f(t + 4) = f(t)
Converges to f(t) for all t (- $\infty$, $\infty$).
A) only -2
B) 6 and -5
C) - 2 and 6
D) only 6
E) -2 , -5 and 6

Question

Determine all values of the constant real number k so that the Fourier series of the periodic function f(t) =  , f(t + 4) = f(t)
Converges to f(t) for all t   (- $\infty$, $\infty$).
A) only -2 
B) 6 and -5 
C) - 2 and 6 
D) only 6 
E) -2 , -5 and 6

Quizplus · Accepted Answer

The Answer of Determine all values of the constant real number k so that the Fourier series of the periodic function f(t) =  , f(t + 4) = f(t)
Converges to f(t) for all t   (- $\infty$, $\infty$).
A) only -2 
B) 6 and -5 
C) - 2 and 6 
D) only 6 
E) -2 , -5 and 6

Determine All Values of the Constant Real Number K So ∞\infty∞

Determine All Values of the Constant Real Number K So $\infty$