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Which statement is correct? When Q< Kthen AG = 1. When Q< K then AG=-AS When...
Find the Laplace transform of f(0) = 1, for 0 <t<1 5, for 1<t<2. e-l for t > 2
5. Predict the AGº for each of the following, and the product. You can assume the presence of acid or base catalyst, as needed. NaOH CH3 ? (2 eq.) AG° <0 kJ/mol AG° 0 kJ/mol AG° >0 kJ/mol СН,ОН CH3 ? AG° <0 kJ/mol AG° 0 kJ/mol AG° >0 kJ/mol СН,ОН NH2 ? AG° <0 kJ/mol AG° -0 kJ/mol AG° >0 kJ/mol CH3OH CF3 a. AG° <0 kJ/mol AG° 0 kJ/mol AG° >0 kJ/mol HOCH2CH2OH CH3 ? AG° <0 kJ/mol...
3. Predict the AGº for each of the following, and the product. You can assume the presence of acid or base catalyst, as needed. SOCI2 - ? OH AG° <0 kJ/mol AG° 0 kJ/mol AG° >0 kJ/mol NH - ? OCH3 AG° <0 kJ/mol AG° -0 kJ/mol AG° >0 kJ/mol CH3NH2 ol ? ОН. AG° <0 kJ/mol AG° 20 kJ/mol AG° >0 kJ/mol OH ? OCH3 AG° <0 kJ/mol AG° -0 kJ/mol AG° >0 kJ/mol OH Br AG° <0 kJ/mol...
QUESTION 25 Match the following Q=K Q<k Q>K A. AG > AG B.DGO C equilibrium D. AGO E. standard state F. AG AG G.K=0 - Q = 1 Q> Q< 1 QUESTION 15 For a reaction at equilibrium, AS univ=0. True False QUESTION 16 As a chemical reaction proceeds toward equilibrium, the free energy of the system decreases. True False QUESTION 17 For a given reaction, a change in the pressure may result in a change in the sign of...
Let α σ(t) with σ(t) = VG + and σο > 0. (i) Determine α such that for all t > 0 it follows Jooo dr |ψ(t,x)12-1. Remark: dyeV
Say that a < 0) and k is a positive integer. Find a constant c such that tk edt < ceżat for all t > 0.
Could someone explain how these to get these phase portraits by hand with ẋ=y and ẏ=ax-x^2 especially for a=0 case where you have eigenvalues all equal to zero? 6.5.4 a>0 Sketch the phase portrait for the system x = ax-x, for a < 0, a = 0, and For a -(0 We were unable to transcribe this imageFor a>0 ES CS
(1 [xii) Ic: aix has two distinct real eigenvalues if and only if k >
For all n E N prove that 0 <e- > < 2 k!“ (n + 1)! k=0 Hint: Think about Taylor approximations of the function e".
question 5 5. (a) Informally find a positive integer k for which the following is true: 3n + 1 < n2 for all integers n > k-4 (b) Use induction to prove that 3n +1 < n2 for all integers n 2 k. 6. Consider the following interval sets in R: B-4.7, E = (1,5), G = (5,9), M-[3,6]. (a) Find (E × B) U (M × G) and sketch this set in the-y plane. (b) Find (EUM) x (BUG)...