DG DH DE DF 11.1n the figure, .lfm2E-x,m2DGH-2-80, and m4F x-45, find:
2) a) A plot of DG° vs. Temperature yields a slope of –80 J/K. Is the DS° of the reaction positive or negative? Why? And under what conditions? b) For the reaction: Cl2(g) --> 2Cl(g), predict the sign of DH and DS.
= or Find dg in de 1cm 1-52 2-The electric field along the perpendicular bisector of a dipole of size Imm, at a distance of 2cm from the center of the dipole, is 8000 N/C. The charge of the dipole is doubled, and so is the size of the dipole. What is the field now? (Show all your work.) SOOC 9x109 (2)(916103103) Coro2 = 5000 (2.0*102)
find all the forcea in the members
Goolb ااه /Goolk all - Get DE: DH = HE- GH=
1) Write a differential equation describing this system. This means find the equation of the line in the graph. df ar= 1x-80 2) Find the general solution to this differential equation. Find the function f(x) whose derivative is the equation of the line graphed. The solution is: f(r) -.5x 2-80x 3) Now given that function f(x) includes the point (0, 100) find the exact solution of the differential equation found in 1). In addition to general solution you will have...
Find the differential dg(5, -5) for the g(x,y) = -8x2 + 5xy + 3y2; x = 5, y = -5, dx = 0.01, dy = -0.03
43) Find TU 44) Find FE x+ 12 x+18 45) Find VW 46) Find SR 32+2x 47) Find zY 48) Find PR 0 x+ 2 21-17 49) Find DF 50) Find VW 2x + 28 x + 26 2x + 29 r+28
Find forces in members DF, DE, and EC and state whether they are
in tension or compression
12 ft 12 ft 12 ft 12 ft 12 ft 12 ft H 9 ft 9 ft D G K 9 ft В. E 1 M 9 ft) C L А 4 kips 4 kips QN
-:37 PM Wed Oct 30 2 KN I KN 2 KN TIN DE 8 3. Determine the force in members DF, DG, and EG using method of sections. Determine the force in member DE using method of joints. State whether the members are in tension or compression. C 12 m2 m2 m2 m2 m2 m
Prin's Die kst's Using the Kruskal's algorithm, find the minimum spanning tree of the graph G= (V, E, W). where: W (ab) 9 W(ac)=7 W (ad) 1 W(ae) 7 W (bd) 4 W (bf)- 8 W (bk) 1 W (bl) 5 W (cf) 7 W (ck)-5 W (de) 5 W (df)- 1 W (dg) 9 W (dh) 6 W (gi) 5 W (ef) 7 W (ei) 5 W (fg) 7 W (fh) 4 W (fk) 6 W (gi) 6 W...
dg (1 point) Suppose g(x) = ln(ln(ln(f(x)))), f(6) = A, and f'(6) = B. Find the derivative dx g'(6) = x=6