A. Determine a minimal (in terms of AND operations / the Karnaugh map sense) form of: Y = BC + ABC + BC B. Determine a minimal (in terms of AND operations / the Karnaugh map sense) form of: Y = A + AB + AB+ A + B
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- Find the current in the 6K (1x) resistor (_X) USE THE FOLLOWING METHODS 8kohms c) Overlap d) Source Transformation www 1 kohm 1 kohm 8kOhms 4mA 6kohm 8kOhms 6mAIn the figure shown, v, and i, are the inputs. Choose the state variables as x}=V1, X2=V2, and x3=i. (Hint: Make use of nodal equations for vị and v2 and mesh equation for i¿). The A matrix for this system would be: R1 V1 L V2 elllo C2 is R2 VsHow do you put nodal analysis in matrix form?
- Plot the expression on the Karnaugh map and get the simplified form. F= B’C’ + AB’ +ABC’ + AB’CD’ + A’B’C’D + AB’CDPlot the expression on the Karnaugh map and get the simplified form. a. F= A’B’CD + A’BC’D’ + ABC’D + ABCD + ABC’D’ + A’B’C’D + AB’CD’For the circuit given below obtain fundamental cut set equations and write them in matrix form. Draw the tree such that i1, i6, is, i10 are link currents. T1 İ2 İ7 İ2 ig is T1 T2 3 i8 İ10 (3) İ4 T2 4 ig İ10 (2 (4) 2) 5,
- Use Routh's stability criterion to investigate the stability.Problem (3) Formulate a complete set of Node-Voltage equations to solve for the node voltages Va Vb Vc Va Ve and V₁. Write the equations in a matrix form Do not solve the matrix equation... 15vx + 19 www 2A 192 www 2A www 192 d www 192 192 www 192 www WWW 192 + svMap the following SOP expression on a Karnaugh Map: B'C'+AB'+ABC'+AB'CD'+A'B'C'D+AB'CD
- 1. Network Analysis: Determine the currents I1, I, and I3 for the given network. Your work should include A. setting up a system of linear equations, B. writing those equations as an augmented matrix, C. showing step by step work to get the matrix into reduced row echelon form, and D. giving your final answer with correct units. 3 V R = 32 R2 = 42 13 in R3 = 20 2 VDraw a block diagram given the function shown below: a. F = A B + C b. F=XY+X'Y + Y' Z C. (A + B') (A+B+C) (B' + C')F=A’C+A’B+AB’C+BCa) Express it as SOP (i.e. ∑)b) Simplify it using K-map.