be ri d e ao bds mo 5t dso eab hl -us ag 0 cnn 7en yeu brq sgt ena een ibr its ng r att ad lo-w th aee se Un 2 ns nedv pe Fp sost he ect r in nrhi Ihs ces Sk see eur n sac ecne be ri d e ao bds mo 5t dso eab hl -us ag 0 cnn 7en yeu brq sgt ena een ibr its ng r att ad lo-w th...
A 2 of 14 ns(n-1)dnap! ns! nsnp ns(n-1) ns?(n-2)(n-1)donp ns(n-1) ns(n-1)d ns'in - 2) nsºnp ns(n-2)/"(n-1)d1 ns(n-1)dnpt nend ns' (n-1)
Find stote response eacivalent Gs) s-1 s²+35+4
Q1. Draw the bode plot for each of the following systems. Compare your sketches with the plots obtained using the 'bode' command in MATLAB. a) Gs)4000 (s +40) e Gs) 1005+4) s(s+Is 25+5) Q1. Draw the bode plot for each of the following systems. Compare your sketches with the plots obtained using the 'bode' command in MATLAB. a) Gs)4000 (s +40) e Gs) 1005+4) s(s+Is 25+5)
4. Ranking/Unranking Subsets. Let A be a set of n elements and set Sk(A) be the collection of all k-element subsets of A. Recall that |Sk(A)I - (a.) (8 points) Describe a ranking algorithm to rank a k-element subset of an n-element set. (b.) (8 points) Describe an unranking algorithm to unrank an integer 0 < s< [into a ithm to unrank an integer 0 S s <C) k-element subset of an n-element set. (c.) (10 points) As examples, let...
CHEM 132-01 201840 Chemistry Exercise 11.108 CItem 4 ts gs
3K SK 3 4 ft eft 8 ft a Z1.44 K (b) s. 44 K
The time delay of 4-segment pipeline of Fig. 9-6 are as follows: t1=35 ns, t2=20 ns, t3=65 ns, and t4=35 ns. The interface registers delay time tr=5 ns. Get the time to add 150 pairs. If we managed to have a 2.5 times faster adder-sub tractor in stage-3 instead of the old one, then what would be speedup gained compared to part (a) to add 150 pairs.
Problem #2) GS has a potassium level of 3.1 mEq/, and the physician would like to get her potassium level within normal range. Assuming normal renal function, what is the total amount of potassium that should be given to GS to get her to this goal potassium level?
Required information 3. Q NS 4. PNS 5. NS "R 16. PR (Premise)/: PR 1, 3, CA 2, CONTR 4, 5, CA Identify which Group I or Group II Rule was used in Deductions. (1) 1. NP (Premise) 2.( QR) & ( RQ) (Premise) 3. Rv P (Premise) /: Q 4. R 5. R Q 6. Q aces 11. P 2. ( QR) & (R+Q) 3. RVP 4. R 5 R + Q 6. Q (Premise) (Premise) (Premise).