Complete the Newman Projection for Butane C1-C2 with the Potential Energy Diagram
If C1 and C2 are subsets of the same sample space C, show that P(C1 inersection C2)<=P(C1)<=P(C1 U C2)<=P(C1) + P(C2)
The consumer's problem is max u(C1, C2) s.t. C1 +5 < y1 C2 < y2 + (1+r)s C1 > 0, c220 Characterize the solution
Prove that if a chessboard C has two disjoint subboards C1 and C2, then r(C,)(C1,) R(C2, ).
What’s the resolvent of clauses C1 and C2? Please provide the steps that justify the answer. C1 = pqr C2 = p̄q̄s
in the figure find the equivalent capacitance of the
combination assume that c1, c2 = and c3
Question 4 1 pts In the figure, find the equivalent capacitance of the combination. Assume that C1, C2-and C3. 1/C1+C2)+1/03 o C1+C2+C3 01/02-C2-C3 1 [1/(C1+C2)+1/03]
Determine term c1 and c2 by using Rayleigh-Ritz method.
Displacement function is u(x)= c1(x/l)+c2(x/l)^2.
answer: c1= ((9/4)pl)/ea c2= ((-3/4)pl)/ea
Answer is probably wrong, i get only c2 correct...
EA L/2 L12
C1 C2 The diagram here shows capacitors 1 and 2 with corresponding capacitance c, and C2 such that C2 >C1. Compare V1 and V2:
OLIO What is the shape around the C1 atom and around the C2 atom in the structure given below? C1 The shape around both C1 and C2 is tetrahedral. The shape around C1 is trigonal planar and C2 is tetrahedral The shape around C1 is trigonal planar and C2 is bent. The shape around C1 is tetrahedral and C2 is trigonal planar
Consider the endowment economy. Jason has a utility function of uJ (c1, c2) = ln(c1) + 1 2 ln(c2). Tahani has a utility function of uT (c1, c2) = min {c1, c2} . The endowments are eJ = (1, 2) and eT = (2, 1). a. Define the competitive equilibrium for this economy. b. Calculate the market clearing prices and the equilibrium allocation