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what is utility of extended surface? derive governing differential equation for fins
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1: Suppose John had a utility function of U=X^2/3Y^1/3 . Derive Johns demand function from his utility function showing all the
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see my answer to your earlier post.
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d=dmax (1-e^(-kt))
This equation is the result of integrating an ordinary differential equation. Derive that ODE and the
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Use the equation to calculate dd(t)/dt, and express it in terms of d(t). dd/dt = -k*dmax e^-kt =
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To obtain the governing differential equation for unidirectional flow in a circular pipe using the
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how do i solve differential equation dy/dx=3/(2-x) and use graphing utility to graph 3 solutions,one which passes through the
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Integrate dy = 3 dx/(2-x) y - yo = -3 ln (2-x)+- 3 ln(2-xo) y = -3 ln[(2-x)/1] = -3 ln (2-x)
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derive the differential equation for the charge oscillation of an LCR circuit in a mechanical system
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google LCR circuits and you will find many discussions.
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how are:
goods services utility form utility place utility time utility possession utility information utility benifits and
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The teachers in this forum don't do homework. We're glad to help you figure out these answers. If
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Given the utility function
U(C,T) = 3C+2T A budget constraint of $50, C = coffee which is $2 a cup, and T = tea which is $1.25 a
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A good is inferior if
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The maximum number of arbitrary constants is equal to
a. Number of derivatives in the differential equation b. Degree of
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C y" + (y')^2 + y^3 = f(x) is a 2nd order equation. You have to integrate twice to get y, and that
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Ive been stuck on this forever now if someone could please walk me through it i was appreciate it:
1: Suppose John had a utility
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I remember how to do this as "one-to-one" mapping problem, which can be solved graphically. Let me
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Given indirect utility function of the nature V(P, M)=M²/4P1P2.
a) derive the ordinary demand function b)Derive associated
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a) Deriving the ordinary demand function: V(P,M) = M²/4P1P2 Differentiating with respect to P1 and
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