**All work must be shown to receive full credit.** Calculate the following double integrals. Be sure...
Calculate the following double integrals. Be sure to include a sketch of the region R. 1. . (2x + 3y)dxdy given R={(x,y)|0 SX < 2,1 sy s3} 2. SR (2xy)dydx given R={(x,y)|0 SX S1,x Sy s 1}
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Complete the following (to receive full credit ALL work must be shown): F = 96,485 C/mol R- Universal gas constant (8.3145 J/K-mol) 1. Consider a galvanic cell based on the following reaction: AP" (aq)+Mg (s) Als)+Mg (aq) The half-reactions are: E-1.66 V (1) E 2.37 V (2) Al 3e Mg 2e Mg Al Give the balanced cell reaction and calculate E° for the cell.
Show all work on separate paper in order to receive full credit. O SKETCH THESE CURVES AND FIND AREA OF THE REGION EN CLOSED BY THEM. y : 2x+2, Y = 15-?, x=-1, x=2 2 FINO THE VOLUME OF THE SOLIO FORMED BY ROTATING THE REGION BOUNDLO BY THESE CURVES ABOUT THE X-AXIS y = 5x , y = 5x ,x20 3 FIND THE LENGTH OF THE LING Y = 4x+3 For -25x = 3 FIND THE SUM OF THIS...
To receive full credit you must show all work. You are allowed to use an approved graphing calculator unless otherwise indicated. 1. (4pts) Find the maximum profit and the number of units that must be produced and sold in order to yield the maximum profit. Assume that revenue, R(x), and cost. C(x), of producing x units are in dollars. R(x) = 5x and C(x) = 0.001x2 + 1.2x + 60. What is the production level for the maximum profit?
You must show all your work to receive full credit for each problem. Final answers must be simplified and circled. 1. Complete the table below (use fractions not decimals!) and use it to graph the function f(x) = 3*. X у -2 Domain -1 Range O coordinates of the y-intercept 1 equation of the asymptote N
:. (1o points) Sketch the following region, then set up double integrals that calculate the area of it. bound by y (x-2)2 and y. You do not have to integrate it
Read each problem carefully and show all work to receive full credit. Place final answers in the boxes provided to receive full credit. Problem I (10 points) Given: Figure shown below Find: Determine the y-centroid of the composite shape 300 mm 300 mm 300 mm 0 mm 360 mm 100 mm
Make sure you show all work and calculations to receive full credit For each problem, find the ΔΗ for the target reaction below, given the following step reactions and subsequent ΔΗ values:
Compute the arclength of the following curve. You must SHOW your work to receive full credit. 3 x (t) = 2tz +2, y(t) = 2t -3, 0 <t<1 Your answer may be in the form of a calculator input OR a decimal rounded to 2 decimal places.
12P SHOW ALL WORK. Support papers must be uploaded for full credit. Consider the 2-dimensional vector field F=<y.e-, -e- > and Green's Theorem (Circulation Form). Jc F. dr = S SEQ. - P, d A where F = <P. 9, R. a) Compute the 2-dimensional circulation of F. b) Evaluate one of the 2 integrals of Green's Theorem on the region bounded by the upper half of the unit circle and the line segment along the x-axis from x =...