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17. Convert the Keqi and Keq2 in the previous question to ΔGo, find the ΔGo of the overall reactions, then convert the AGo overall to Keqoverall. Your two answer(s) should be equal. Siinpじ 2 d HA 16. Given the two known reactions, find the Keq of the overall reaction: Overall: Keqー? kJ mol Known 1: 2A ㈠C eq1 Known 2: C㈠4B mol 17. Convert the Keqi and Keq2 in the previous question to ΔGo, find the ΔGo of the overall...
3. Let T = {< M > | m accepts w" when it accepts w. }. Show T is undecidable.
wmlwm White eye Miniature wing w m/YO Red eye Full wing W W m wmlwm Red eye Full wing wm/Yd White eye Miniature wing Phenotypes and genotypes of the F Females Males Number observed w m w*m/wm Red eye Full wing w m /Y Red eye Full wing W m wm GP 750 W m wmlwm White eye Miniature wing wm/Y White eye Miniature wing W m w mlwm Red eye Miniature wing w m/Y Red eye Miniature wing W...
In a group there are M men and W women; m of the men and w of the women are college graduates. An individual is picked at random. Let A be the event the individual is a woman and B be the event he or she is a college graduate. Under what condition are the events A and B independent?
Let F IN = {M | L(M) is finite}, and recall HP = {M#w | M halts on w}. (a) Prove HP¯ ≤m F IN, where HP¯ is the complement of the halting problem. That is, show there exists a computable function f such that M#w ∈ HP¯ iff f(M#w) ∈ F IN. (b) Prove HP ≤m F IN. That is, show there exists a computable function f such that M#w ∈ HP iff f(M#w) ∈ F IN. (c) Is...
1. f(m, n) w = w+1; n = 3; m = n * 10; main W = 0; int z[] = {10, 20, 30}; f(z[w], z[0]); print (z[w], z[0]); Given the code above, what is the output of the program if the values are passed by: a) Value. b) Value-result and address of z[w] is computed at the time of the call. c) Reference. d) Name. (Note: The order of evaluating the parameters of a subprogram are from left to...
Recall the Halting problem: HALT = {<M, w> : M halts on input w}. Prove the Halting problem is NP-Hard.
find the next Laplace transforms Parte 1: Encuentre las siguientes transformadas de Laplace (7 puntos cada uno) 1) L(e-t) 2) Lit e-t) 3) Licos2t) 4) Litcosv3t) 6) L- 8)じ 9) L-11 Parte 1: Encuentre las siguientes transformadas de Laplace (7 puntos cada uno) 1) L(e-t) 2) Lit e-t) 3) Licos2t) 4) Litcosv3t) 6) L- 8)じ 9) L-11