Signal Processing - Practice Test

(A) A stable FIR filter

(B) A stable IIR filter

(C) An unstable FIR filter

(D) An unstable IIR filter

(D) An unstable IIR filter

(A) low pass filter, $$frac{pi }{2}$$

(B) low pass filter, $$frac{pi }{3}$$

(C) low pass filter, $$frac{pi }{6}$$

(D) low pass filter, $$frac{pi }{5}$$

(B) low pass filter, $$frac{pi }{3}$$

(A) h(n) = (25) n u(n)

(B) h(n) = (2.5) n u(n)

(C) h(n) = (0.25) n u(n)

(D) h(n) = 2 n u(n - 1)

(B) h(n) = (2.5) n u(n)

(A) $$frac{1}{{2{s^2}}}left[ {1 - {e^{ - 2s}}left( {1 + 2s} ight)} ight]$$

(B) $$frac{1}{{2{s^2}}}left[ {{e^{ - 2s}} - left( {1 - 2s} ight)} ight]$$

(C) $$frac{1}{{2{s^2}}}left[ {{e^{ - 2s}} + left( {1 - 2s} ight)} ight]$$

(D) $$frac{1}{{2{s^2}}}left[ {1 - {e^{ - 2s}} + 2s} ight]$$

(B) $$frac{1}{{2{s^2}}}left[ {{e^{ - 2s}} - left( {1 - 2s} ight)} ight]$$

(A) not a deterministic function

(B) deterministic, but not symmetric function

(C) sometimes non-deterministic function

(D) always deterministic and symmetric function

(D) always deterministic and symmetric function

Signal Processing - Study Mode