Let S Suppose You Usa Dealer Imported 10 Bmw 7 Series From A German Dealer On Ma

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Let’s suppose you (USA dealer) imported 10 BMW (7 series) from a German dealer on March 1, 2018 at € 70,000 each, payable in 30 days. The exchange rate on March 1, 2018 was 1.16 US$/€. Then you sold all of them in the US market at US$87,000 (each MBW) in cash on March 29, 2018. On April 1, 2018, you paid in full to German car dealer at the exchange rate of 1.15 US$/€. 

For this scenario, what would be the Gross Profit (not Net Income) in 2018? 

 
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Let U 6 9 V 1 4 Find U V A 5 5 B 10 10 C 15 5 D 7 13

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Let u = <6, -9>, v = <1, -4>. Find u – v.

A) <5, -5>

B) <10, -10>

C) <15, 5>

D) <7, -13>

 
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Let The Sharks Roam A Roy On April 27 2001 A Federal Judge Threw Out The Justice

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After reading the attached interactive case, please write a paragraph as case summary and then respond to the following questions:

  1. 1- What do you think about practicing a predatory pricing strategy and its impact?
  2. 2- Should predatory pricing be an illegal strategy? Why?
  3. 3- As a policy maker, what do you suggest to protect consumer rights?  
 
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Let The Monopolist Face A Demand Curve P 240 2qassume That The Total Cost Of Pro

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Let the monopolist face a demand curveP = 240 – 2QRevenueAssume that the total cost of producing Q 20 unitsof output is given by :C ( Q ) = (3) Q2 + 30Q.CostQuestion 1 : What is the monopolists profit maximizingoutput level ? What price / unit will thismonopolist charge?Question 2: Draw a clearly labelled graph showing themonopolists optimal, profit maximizing outputlevel and price as found in question 1 .[ The following must be in the graph: Marginal Revenue,Demand curve, marginal cost].Question 3 : Does your answer to question I and 2 changeif the cost that the monopolist faces isSoNewC ( Q) = ( 3 ) Q +30 4+ 150ChangesIf so , then redo both questions with the newcost, C . If not, then explain whyquestionsthe new cost structure keeps your analysis in (1)8 ( 2 )valid.

 
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Let The Joint Probability Density Jnction For X Y Be X F X Y Y Xgt 0 Ygt 0 3x Yl

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Hi there,

I am so lost on this question. I know I need to use CDF approach, but I couldn’t figure it out.

3. Let the joint probability density fiJnction for (X, Y) be xf(x,y) : :y, x&gt;0, y&gt;0, 3x+y&lt;3, zero otherwise. k) Find the probability distribution of W : X + Y. 1) Set up the integral(s) for the C.d.f. of V = X x Y, FV( V).You do NOT have to evaluate the tntegral(sj). In) Set up the integral(s) for the C.d.f. of U : Y/X, FU( u ).You do NOT have to evaluate the integral(s).

 
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Let V Be A Nite Dimensional Inner Product Space And Suppose That S And T Are Sel

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Completely lost in this question any help would mean so much, practice midterm question.

Let V be a finite-dimensional inner product space and suppose that Sand T are self-adjoint. Prove that if ST 2 TS then there exists anorthonormal basis (’01, . . . gun) of V which is an eigenbasis for both 8and T. (hint: the A-eigenspace for 8′ is invariant for T and Vice versa)

 
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Let V Be A Finite Dimensional Inner Product Space And It Be A Subspace 1 Show Or

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Question is from Advanced Linear Algebra . Question is taken from the topic inner product spaces.

5 . Let V be a finite dimensional inner product space and It be a subspace .( 1 ) Show orthogonal complement WV + of &quot; is &quot; subspace of !`( 2 ) Show that dim ( V ) – dim ( W ) + dim ( It )`

 
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Let V Be A Complex Vector Space And A E L V Assume That A Has K Distinct Eigenva

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Solve question 5 based on Advanced Linear Algebra.Topic in on vector spaces, Linear operator,Eigen values and Italic G denotes generalized eigen space .

5. Let V be a complex vector space and A E L(V). Assume that A has k distincteigenvalues A1, …, Ak. Show thatV = GEM O . . . OGEAR

 
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Let V 0 1 A B Be The Field With Four Elements And F Z2 Define Addition In V Usin

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 Let V = {0, 1, a, b} be the field with four elements and F = Z2. Define addition in V using the addition table for the field of four elements. Define scalar multiplication by 0v = 0, 1v = v for all v ∈ V . Prove that V is a vector space over F.

 
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Let X And Y Be Independent N 0 1 Rvs Suppose U X Y Root 2 And U X Y Root2 A Comp

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Let X and Y be independent N(0; 1) RVs. Suppose U =X+Y/root 2and U =X-Y/root2a. Compute E[U], V ar(U), E[V ], V ar(V ), E[UV ].b. Derive the joint distribution of (U; V ) by using the Jacobian matrix method.

 
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