If delta G is negative, then K (Upper case K, as in Keq or the equilibrium constant) will be greater than 1. Remember that delta G = -RT log K.
Do not get Keq confused with lower case k, which denotes rate constants (which have NOTHING TO DO WITH Keq or delta G).
∆G = ∆H - T∆S∆G = 27 kJ/mole - (500 deg)(0.09 kJ/mol-deg) ∆G = 27 kJ/mole - 45 kJ/mole ∆G = - 18 kJ/mole (Note the minus sign indicating the process is spontaneous)
It can be said to be exothermic since H is negative. Also below a temp of 3708ºC, the reaction will be spontaneous because ∆G will be negative. This is from ∆G = ∆H - T∆S.
The atomic mass of potassium is 39.10 g/mol. 1.90 mol K * (39.10 g K / 1 mol K) = 74.3 g K
delta G equals -RT Ln(k). 27.07 gibbs
The Molar mass of K = 39.0983 g/mol
K brings a process including delta g into equilibrium in a reaction. The two work together to maintain a reaction's equilibrium keeping it stable and helping it to continue at a stable rate.
∆G = ∆H - T∆S∆G = 27 kJ/mole - (500 deg)(0.09 kJ/mol-deg) ∆G = 27 kJ/mole - 45 kJ/mole ∆G = - 18 kJ/mole (Note the minus sign indicating the process is spontaneous)
It can be said to be exothermic since H is negative. Also below a temp of 3708ºC, the reaction will be spontaneous because ∆G will be negative. This is from ∆G = ∆H - T∆S.
In general, the transfer function of closed loop system is (Y/X)=G*K/(1+G*K*H) ----- negative feedback (Y/X)=G*K/(1-G*K*H) ----- positive feedback where G- transfer function of the plant 0r system K - controller H - feedback transfer function Y-output in laplace domain X-reference in laplace domain so the transfer function of the closed loop system with unity feedback is so H=1(unity) (Y/X)=G*K/(1+G*K) ------- negative feedback (Y/X)=G*K/(1-G*K) ------- positive feedback if u couldn't understand notify me... i will improve it
i will ill swap my 650g delta dragonoid k i will ill swap my 650g delta dragonoid k
neg(-k) + neg(-k) = k + k = 2k = 4
Definition: An operator L is said to be linearifi) k*L[f] = L[(k*f)]ii) L[f + g] = L[f] + L[g]where k is a constant and f and g are functions.Definition: An equation is said to be linear if it is of the forma1x1 + a2x2 + a3x3 + . . . = 0where a1, a2, a3, . . . are constants and x1, x2, x3, . . . are variables.
G K Saunders was born in 1910.
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K. G. Cunningham was born in 1939.
G. K. Reddy was born in 1923.
A. G. K. Gokhale was born in 1959.