The government can seize property that has been used to commit a crime.

Your client, PowerG Ltd, owns a UK patent for a novel energy-saving electric motor. They have recently discovered that a competitor, EcoD Ltd, has launched a product in the UK that appears to infringe their patent. PowerG seeks advice on the steps they must take before initiating legal proceedings, and before which forum action should be brought. PowerG is concerned that their patent may be attacked during any litigation on the ground of a lack of inventive step. They are also conscious of the potential cost and complexity of enforcement, the likely commercial value of the claim, and the level of damages they might recover if successful which they believe could run into many tens of thousands of pounds. Provide the following advice to your client: Detail the essential steps PowerG must take before initiating litigation. Compare and contrast the fora before which action may be brought in the UK including the High Court, the Intellectual Property Enterprise Court (IPEC) and the Small Claims Track of IPEC. Provide information necessary for your client to select a preferred route. Provide guidance on defending PowerG’s patent, including key evidence and legal arguments to prepare.

The graph below shows the graphs of several normal distributions, labeled A, B, and C, on the same axis. Determine which normal distribution has the largest standard deviation.

The top 6% of applicants on a test will receive a scholarship. If the test scores are normally distributed with a mean of 719 and a standard deviation of 84, how low can an applicant score to still qualify for a scholarship?

A casino features a game in which a weighted coin is tossed several times. The table shows the probability of each payout amount. To the nearest dollar, what is expected payout of the game? Payout Amount Probability $200 0.126 $3800 0.03 $190000 0.001

A soccer coach releases the following information about his team’s training scheduling:  The probability that a randomly chosen player will train on offense is 1/2; The probability that a randomly chosen player will train on defense is 6/11; The probability that a randomly chosen player will train on both defense and offense is 2/11.  Let A be the event that a player will train on offense and B be the event that a player will train on defense. Are events A and B mutually exclusive, independent, both, or neither?

A bag contains 4 BLUE beads, 3 RED beads, and 13 GREEN beads. If a single bead is picked at random, what is the probability that the bead is RED or GREEN? Provide the final answer as a fraction.

If the probability of a family owning a cat is 0.10, the probability of owning a dog is 0.20, and the probability of owning a cat and a dog is 0.12, what is the probability of a family owning a cat or a dog?

Exercice 1:  15 pointsVous allez entendre 2 fois un document. Vous aurez 30 secondes de pause entre les 2 écoutes puis 30secondes pour vérifier vos réponses. Lisez d’abord les questions. Répondez aux questions or choose the right response.1. Vous êtes :  à l’aéroport.à la gare.sur l’autoroute. 2. Quel est le numéro du train ?  3. Quelle est la destination du train ?  Annecy.Chambéry.Nancy. 4. Le train part de :  ParisAnnecy.On ne sait pas. 5. Quand part-il ?  Maintenant.A deux heures.A 6h28. 

Company A is a convenience store. Due to its small retail space, the store is limited in the quantity and diversity of products that can be displayed. Using the SWOT analysis, how would you classify the status of the store’s space limitations?