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Write computer code to determine the steady state temperature at the five co-ordinates in the rectangular region: (a/4,b/4), (3a/4,b/4), (a/4,3b/4), (3a/4,3b/4), (a/2,b/2) using the first 100 terms of the series solution (n = 1 to 100). Also determine the temperature at the five co-ordinates using the first 5 terms of the series solution (n = 1 to 5) and compare to your previous solution with 100 terms. Attach a printout of the code in your submission. Assume a=50 cm, b=50 cm, k=1.2 W/mK, α=2.9x10-7 m2/s, T1=500oC, T∞=100oC, h=5000 W/m2K.
Framing algebraic equations
determine the stability of the critical point for both the linearized and nonlinear system using the linearization process (that is, explicitly writed own the linearized system at (1,1) and use the eigen values of the corresponding coefficient mat..
The buyer of women's gloves currently has an average inventory of $20500, with an annual turnover rate of 4.0. Because this rate of stock turn is below the industry average, a 7.82% increase in turnover is sought.
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Let R be a PID. Consider the Diophantine equation ax+by=N where a,b and N are integers and a,b are nonzero. Suppose x_0, y_0 is a solution: ax_0+by_0=N.
Please provide a detailed, step by step solution for the following problem using a triple integral if possible. Find the volume inside the paraboloid Z = X^2 + Y^2 below the plane Z = 4
Determine algebraically whether the given function is even, odd, or neither.
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