Any wuery in any step then coment below.. i will explain you..


please the problem solution...
5. Show that d In K AU® RT dT for a reaction involving ideal gases.
5. Show that d In K AU® RT dT for a reaction involving ideal gases.
Show all steps in obtaining the analytical solution of dU 6 - 4e-3 with U(0)=0 dt
please show steps
Problem 9. (5 points) Cowen met L "sta) dr – 3 " sie)dt = 2. and 1” siedz – 5. Compute[ 3f(x) dx = 0
Page 8 of 9 HW-04 Problem No. 4.7 /10 pts 6 2 k For what value(s) of k is y in the plane spanned by vi and v? Show all your work, do not skip steps Displaying only the answer is not enough to get credit Solution (Show all intermediate steps, formulas, calculations, explanations and comments below this line. Don't write above this line) 2 k -3 - 1 4 1 K
Page 8 of 9 HW-04 Problem No. 4.7...
Complete the solution to the following Arc Length problem. 2 = 2t, y= 2t, 0 <t <3 We have dy da dt 4t, 6+2 dt then L " V16° + 36*d! = 5" Vatº (4+ Bx)dt NOTE: Use the equation editor 3 to input your solution. You NEED to show th
SHOW ALL CALCULATIONS AND
EXPLANATIONS!
6. Draw the expansion path for Q(K 12 L 12) given w 2 andr3 1/212
(6). The quantities x(t) and y(t) satisfy the simultaneous equations dt dt dx dt where x(0)-y(0)-ay (0)-0, and ax (0)-λ. Here n, μ, and λ are all positive real numbers. This problem involves Laplace transforms, has three parts, and is continued on the next page. You must use Laplace transforms where instructed to receive credit for your solution (a). Define the Laplace Transforms X(s) -|e"x(t)dt and Y(s) -e-"y(t)dt Laplace Transform the differential equations for x(t) and y(t) above, and incorporate...
A line of charge has a length L, and a total charge of +0 distributed uniformly on it. Calculate the electric field due to this line at the point P as shown on the figure 0. Choose a set of coordinates for this problem. Draw the coordinates on the figure. Think about how you intend to integrate over this shape. 1. What is the linear charge density lambda on the ring, in terms of the given parameters? 2. What is...
Problem 1: Recall that the general solution for the potential with cylindrical symmetry is given by where each of the a bi cr and dy are constants (to be determined by the boundary conditions), and the sums run from k- I to co, Now, consider an infinitely long cylinder of radius R pointing along the z axis. The cylinder is placed in a uniform electrical field of magnitude Eo pointing in x direction. Find the surface charge induced in the...
Consider the Cobb-Douglas production function Q = 6 L^½ K^½ and cost function C = 3L + 12K. a. Optimize labor usage in the short run if the firm has 9 units of capital and the product price is $3. b. Show how you can calculate the short run average total cost for this level of labor usage? c. Determine “MP per dollar” for each input and explain what the comparative numbers tell in terms of the amount of labor...