KCs+2) TCS) = 54+352 35?4(k+ 3)s+(2K-4) find range of k which make system stable for the above transfea function:
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- Finding Standard SOP and K-Maps (see next page!) Convert each expression to standard SOP form: ( A + B)(C+B') ABD (4-term expression with A, B, C, D) A + BD (4-term expression with A, B, C, D)Find exponontial fouria saies the glven finckon fit): the 817)= ostsl %3D 1-t +13) For the circuit shown in the following figure, Io - I3 are inputs to the 4:1 multiplexer. R (MSB) and S are control bits. The output Y can be represented by Answer: P 13 1₂ 4:1 MUX B Io S1 So RS Y O PQ+PR+ P Q S OPQ+ PS + QRS O PQ R+PQR+ Q R S + PQRS OPQR+ PQRS + Q R S+PQ RS
- Map this following expression into K-map , then use K-map to simplify expression(3 varia bles and standard SOP expression) Map this following expression into K-map , then use K-map to simplify expression Y(A,B,C) = E(m,,m,,m,,m, ,m, ,m, ,m,)What will be the controller output for a Proportional Derivative controller (i) Initially and (ii) after T= 2 seconds (iii) after T= 3 seconds after the error begins to change from zero at the rate of 2%/s. The controller has Kp=2.5,KD=1.4 seconds. 9. S. 7- 3. 1 Time % of Error 61Describe each of the following expressions as SOP/POS. Discuss the no. of variables and identify min term (standard product term) or max term (standard sum term) F = A BC'D + AB + B`CD + D` * SOP POS min term = A`BC`D max term %3D max term = A`BC`D Number of variables Number of variables = 4
- Expand the expression to a standard SOP form a. A B + A B’ C + A B C Use a Karnaugh Map to reduce the expression to a minimum SOP form b. A + B C’ + C DAdpole having amonentp=3x-5ây tlonênc.m is located at Q,2)-4)infreespace Find Vat P(es) Ans Vsl3)Quantize a sequence {-1.2,0.89,-0.5,-0.3,1.2), using a uniform quantize in the range of (-1.5,1.5) with 8 levels write the quantized sequence
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