... D) You had to differentiate the function first, and ... A This is a basic feature of a definite integral. ... multiplying the coefficient of a new exponential value is ...
... V(x,y) = x^4 y^3 + Log|x| + u(y) (3). where u(y) is the integration constant wrt integration over x, which can thus be any arbitrary function of y. To find ...
... org/wiki/Differentiation_of_trigonometric_functions) and exponential functions (http://en ... definition of the integral of (1 ... given that the derivative = 50< − 100 ...
... Because the thermodynamical quantities are functions of (derivatives of ... that the n-th derivative of the function f (x ...log(f ) = −2πt + 8 log(t) − log 1 + t2 ...
... inflection points, and the extrema of the functions in detail ... x+3)^2 find the interval on which the function f(x ... evaluate ⌠ log3(x)/(2x) ⌡ ( ln x ) 2 log 3 x ...
... If we want to consider U as a function of T and V, then all we need to do is rewrite this in terms ... S = Integral from T0 to T of Cv(T')/T' dT' + n R Log(V - nb ...
... where the momentum integral is over a shell in momentum space that corresponds to ... The chemical potential for the gas as a function of height is thus ... k T Log(1/N ...
... be taken outside the expected value function: E ( et ... Therefore, Y can't have an exponential distribution ... procedure for finding the mgf of functions is basically ...
... equate the logarithmic derivatives of the density of state functions to each ... only energy dependence of the density of state function is in the exponential. ...
