1. Both cosine and sine terms but only for odd values of k
2. Only cosine terms for odd values of k
3. Only sine terms for odd values of k
4. A constant and sine terms for odd values of k.
Only sine terms for odd values of k
1.
2.
3.
4.
1. Is even and has no half-wave symmetry
2. Is odd and has no half-wave symmetry
3. Is even and has half-wave symmetry
4. Is odd and has half-wave symmetry.
Is odd and has half-wave symmetry.
1. a0+a1 cos 0t+a2 cos 20t+…………
2. b1 sin0t+b2 sin 20t+b3 sin 20t+…………
3. a1 cos 0t +a3 cos 0t+a5 cos 50t+…………
4. b1 sin0t+b3 sin 30t+b5 sin 50t+…………
a1 cos 0t +a3 cos 0t+a5 cos 50t+…………
1.
2.
3. A2
4.
1. 10
2.
3.
4.
1. u(t-1)+u(t-2)+u(t-3)
2. u(t-1)+2u(t-2)+3u(t-3)
3. u(t)+u(t-1)+u(t-2)+u(t-4)
4. u(t-1)+u(t-2)+u(t-3)-3u(t-4).
u(t-1)+u(t-2)+u(t-3)-3u(t-4).
1. x(t)=2cos t+3 cos 3t
2. x(t)=2cos t+7 cos t
3. x(t)=cos t+0.5
4. x(t)=2cos 1.5t+ sin 3.5t.
x(t)=2cos t+7 cos t
1.
2.
3.
4.
1. Odd harmonics
2. Even harmonics
3. Cosine terms
4. Sine terms.
Sine terms.