Then the DTFT c
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![Given x[n] a" u[n]
a" u[n]
=
X(e) = 1-ae-J
Then the DTFT of x[n] = (2-"-3")u[n] is
Select one:
○ X(e)=1-1-tem
O
O
X(ej) =
=
X(ejo)
=
-Joo
X(eo) =
=
1-e-
1
1
1-2e-jo 1-3e-jo
O None of the mentioned
O
-
1
1-e-Jos
-
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- Let vs(t) = e-3tu(t) (in volts), R = 4 mΩ, C = 5 F, and vc(0-) = 0. Then the current i(t)=Xe-3t+Ye-Zt. What is the value of Y?The max Value of Vi which keeps Z-D ON , Vi (max) = ? / For Vi = 15v , The min. Value of of RL which makes the Z-D ON , RL(min) = ? / For Vi= 15v , The max. Value of RL which keeps the Z-D ON , RL(max) = ?Perform the addition (-144)10 and (-130)10 using 2’s and 9’s complement form.
- Plot Vs(t) and Vo(t) please.PLEASE SOLVE THIS QUICKLY FIND AVL, AVS, IDQ, V0, Z0https://www.bartleby.com/questions-and-answers/ix-1-w-2q-10-v-vabt-3ix-t0-200-mf-202/5609af81-a4e4-48a1-8fa3-95e3ec43bbda I already asked this question but the solution is incorrect as vc(0-) was computed incorrectly and vab(0+) and at infinity wasnt calculated nor was tao to write the general equation so please solve it again. Find the voltage vab(t) for t>=0
- may I know comparison between this graph on Vp, Vfinal, Tp, Tr, Ts, and %OS adn some explaination please. TQ(i) Convert (101011000.1101)2 to Hexadecimal (ii) Using 1’s complement, perform subtraction X-Y and Y-X Where X= 1010100 Y=1000011Answer A=cosBl B= jZ0sinBl C=jY0sinBl D=cosBl I think it's impossible to understand. I don't understand anything else.
- SIMPLIFYTHE SOP expression using Karnaugh Map. ANSWER QUICKLY J( A, S, D, F, G ) = ASDFG’ + A’S’DFG + A’SDFG + A’S’D’FG + AS’DF’G’ + A’SD’FG + ASD’F’G + AS’DFG’ + ASF’G’A: State SOP: A' + D + B'C -> in deciaml form using F(A,B,C,D) =∑A,B,C,D B: State POS: (A' + C + D)(A' + B' + D) -> in deciaml form using F(A,B,C,D) = ΠA,B,C,D 1 1 1 1 1 1 1 1 0 1 1 0 0 1 1 1i) Convert (ED23)16 to Octal (ii) Using 16’s complement representation; perform subtraction X-Y and Y-XWhere X= 10111100Y=10101011