Purchase Solution

Lim v. The.TV Corp. International,

Not what you're looking for?

Ask Custom Question

1. What are the Facts of the case; 2. Issues of Law decided by the court; 3. Procedural history of the case; 4. Holdings, or rulings, made by the court; 5. Legal Reasoning, or rationale, given by the court for its rulings. Look for each of these components when you read the case. Sometimes they are easy to find, and sometimes they are not. It all depends on the judge who wrote the decision for the court.

Attachments
Purchase this Solution
Solution Summary

This explanation provides you a comprehensive argument relating to Lim v. The.TV Corp. International,

Solution Preview

im v. The.TV Corp. International, 99 Cal.App.4th 684, 121 Cal.Rptr.2d 333 (2d Dist. 2002)

1. What are the Facts of the case; 2. Issues of Law decided by the court; 3. Procedural history of the case; 4. Holdings, or rulings, made by the court; 5. Legal Reasoning, or rationale, given by the court for its rulings. Look for each of these components when you read the case. Sometimes they are easy to find, and sometimes they are not. It all depends on the judge who wrote the decision for the court
Lim v. The.TV Corp. Int'l,
99 Cal.App.4th 684 (2002);
Facts of the case: The registration of the name Golf.tv was offered for auction from the website of The TV Corporation International. The TV Corporation International intended to transfer the Golf.tv domain name to the person or entity that submitted the highest bid. The TV ...

Solution provided by:
Hatim Baxamusa, MBA
Education
  • BSc , University of Calcutta
  • MBA, Eastern Institute for Integrated Learning in Management
Recent Feedback
  • "I read your comments, and thank you for this feedback. Do I need to find other studies that applied this methodology Ive used? That's where I'm stuck at."
  • "Thank you kindly sir. "
  • "Excellent and well explained. --Thank you kindly. "
  • "Awesome notes. I appreciate you."
  • "I have the follow-up project and I will assign that to you very soon. "
Purchase this Solution
Free BrainMass Quizzes
Transformational Leadership

This quiz covers the topic of transformational leadership. Specifically, this quiz covers the theories proposed by James MacGregor Burns and Bernard Bass. Students familiar with transformational leadership should easily be able to answer the questions detailed below.

Team Development Strategies

This quiz will assess your knowledge of team-building processes, learning styles, and leadership methods. Team development is essential to creating and maintaining high performing teams.

Cost Concepts: Analyzing Costs in Managerial Accounting

This quiz gives students the opportunity to assess their knowledge of cost concepts used in managerial accounting such as opportunity costs, marginal costs, relevant costs and the benefits and relationships that derive from them.

Motivation

This tests some key elements of major motivation theories.

Lean your Process

This quiz will help you understand the basic concepts of Lean.

View More Free Quizzes
Related BrainMass Solutions

  • Definition of the Derivative, Product and Quotient Rules

    ]h+lim [u(x)v(x+h)-u(x)v(x)]/h =lim [u(x+h)-u(x)]/h lim v(x+h)+lim u(x) lim [v(x+h)-v(x)]h =lim [u(x+h)-u(x)]/h *v(x)+u(x) *lim [v(x+h)-v(x)]/h Since u(x) and v(x) are both differentiable, we have

  • Mathematics - Complex Variables

    Lim (z  0) [f(z + z) - f(z)]/z = Lim (x  0) [u(x + x, y) - u(x, y)]/x +  Lim (x  0) [v(x + x, y) - v(x, y)]/x = u/x +  v/x --- (2) As z  0 along the path parallel to the y- axis (for which x = 0), we have Lim (z  0) [f(z +

  • Evaluate some limits

    We have lim f(z) = lim u(x,y) +i lim v(x,y) .....................(2) z->z0 (x,y)->(x0, y0)

  • The egg Industry, OPEC, Antitrust Law, and the Consumer

    ., et al. v. U.S. (1933) 298 U.S. 131, International Business Machines Corp. v. U.S. (1936) 306 U.S. 208, Interstate Circuit, Inc. v. U.S. (1939) 1940-1949 310 U.S. 150, U.S. v.

  • Limits, Differentiation 8 questions

    --Answer C) Change of body direction of motion means change in direction of velocity, v. Direction of v changes, where v = 0 and v as a function of t should have dv/dt = +ve or -ve (Non-zero) at that point.

  • Compute the volume of a solid.

    to x => V = integration(0 to 6){integration(0 to 4) (3x+y).dx}dy => V = integration(0 to 6){(3x^2/2 + x.y)(lim:4,0)}dy NOTE: lim: 4, 0 means upper limit of integration is 4 and lower is 0. => V = integration(0 to 6){(3*4^2/2 + 4*y - 0)}dy

  • Calculus Test - 10 Basic Problems

    = sin v du/dv = cos v dv/dx = 12x^2 dF/dx = dF/du * du/dv * dv/dx = (2u)(cos v)(12 x^2) = 24x^2 * cos(4x^3) * sin(4x^3) = 12x^2 sin(8x^3) [Using 2 sin(4x^3) cos(4x^3) = sin{2(4x^3)} = sin(8x^3)] H(t)=(1+sin3t)^3 H(t) = (1 + sin 3t)^3 Let

  • Bounded Function : Signed Baire Measure

    46044 Bounded Function : Signed Baire Measure Show that each bounded function F of bounded variation gives rise to a finite signed Baire measure v such that v (a,b] = F(b+) minus F(a+) Please see the attached file for the complete solution.

  • Billy v Consolidated Machine Tool Corp.

    (see, Billy v Consolidated Machine Tool Corp., 51 NY2d 152, 432 NYS2d 879 (1980)) the decision of the New York Court of Appeals in Billy v. Consolidated Machine Tool Corp., 412 N.E.2d 934, 939-941 (N.Y. 1980).

View More Related Solutions