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Given the State Table Below 01 02 Q3 X-1 A. B. C. Draw a state Diagram (S points) Create the design truth table for the ne
6. Determine whether or not the given series convergs a) Σ\ (integral test) (limit comparison test) n2+4 n=1 (ratio test) (al
Given the State Table Below 01 02 Q3 X-1 A. B. C. Draw a state Diagram (S points) Create the "design truth table" for the "next state" and the "output" (5 points) Make a Karnaugh for each "next state" and the "output" (10 points) When making the Karnaugh maps, "xQ1" should be along the top and "O203" along the side (The two missing states should be considered "DONT CARES") Write the "Next State" and Output equations from the Karnaugh maps (10 points) D. Using the above "Next State" equations create the Flip Flop design table, the Karnaugh Maps for the Flip Flop inputs and finally the flip flop input equations if: All Flip Flop are "D" flip flops (5 points) "JK", "SR" and "T" flips are used based on table below (45 points) E. F. Flip Flop A JK Flip Flop B SR Flip Flop C Toggle Last Name Begins With Letter A, B, C, D, E, EG, H SR Toggle I,J, KL,M,N, o,P,Q JK Toggle JK SR
6. Determine whether or not the given series convergs a) Σ\ (integral test) (limit comparison test) n2+4 n=1 (ratio test) (alternating series test) d) Σ(-m n 1 e truct the third degree Taylor Polyno
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3 +y 2 11 id1age 2 ai verge わ2 test a n +1 verge) n) m 3 d) 1) h Lim Li no e2

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Given the State Table Below 01 02 Q3 X-1 A. B. C. Draw a state Diagram (S points) Create the "design truth table" for the "next state" and the "output" (5 points) Make...
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