For the following functions: x(n)=2n+1 for 0n2 and h(n)=sin(2n)+1 for 0n2. We look to find the circular convotution y(n)=h(n)x(n). y(m)=m=0m=2h(n)((mn))3=h(0)((m))3+h(1)((m1))3+h(2)((m2))3 Choose the correct values of the signal y(n). y(n)={14,10,12}y(n)={14,10,12}y(n)={14,10,12}y(n)={14,10,12} For the following functions: x(n)=2n+1 for 0n2 and h(n)=sin(2n)+1 for 0n2. We look to find the circular convotution y(n)=h(n)x(n). y(m)=m=0m=2h(n)((mn))3=h(0)((m))3+h(1)((m1))3+h(2)((m2))3 Choose the correct values of the signal y(n). y(n)={14,10,12}y(n)={14,10,12}y(n)={14,10,12}y(n)={14,10,12}