Compare Maldivian legal system with other legal systems. ( 10 Marks )

Compare Maldivian legal system with UK legal system and describe how Maldivian legal system is unique from UK Legal system. ( 15Marks)

Juno Investments Pvt Ltd (JUNO) is a company operating in the catering industry for the past 25 years. JUNO's main shareholders, Richard, Neil, Bill, Carl and Thomas have been the shareholders and directors of JUNO since its incorporation. However, from the director's report for the year ended, it was found that the company has incurred a significant amount as fines due to late submissions of tax returns. Furthermore, it had also come to the attention of the directors that Bill & Associates, a general partnership is at the verge of insolvency. From the information circulating in the media, it is clear that Bill & Associates will not be able to settle all of its debts with its assets, and will most likely be declared bankrupt. Bill is the managing partner of Bill & Associates. Moreover, a recent public poll suggested that the catering services provided by JUNO have not been satisfactory. When JUNO's marketing team investigated this matter further, it was revealed that the major reason for this is recent wedding packages introduced by JUNO. These packages were designed and marketed to cater for 200 people. However, those who have taken this package have complained that the food portion has been so small that it only caters roughly a 120 people.

Advise JUNO on the specific issues in relation to the matters highlighted above, and the actions that can be taken under Company law as a response. (15 marks)

4. KEY QUESTION How would the following changes in price affect total revenue? That is, would total revenue increase, decline, or remain unchanged? LO2 a. Price falls and demand is inclasuc. b. Price rises and demand is clastic. c. Price rises and supply is elastic. d. Price rises and supply is inelastic. e. Price rises and demand is inelastic. f. Price falls and demand is elastic. ". Price falls and demand is of unit elasticity.Consider a single factor APT. Portfolio A has a beta of 1.0 and an expected return of 16%. Portfolio B has a beta of 0.8 and an expected return of 12%. The risk-free rate of return is 6%. If you wanted to take advantage of an arbitrage opportunity, you should take a short position in portfolio and a long position in portfolio OA; B OB; A A; riskless asset B; riskless assetIdentify the retailing theory that ranks communities according to the assortment of goods and services in each area. a. Accordion theory b. Retail gravitational theory c. Retail life cycle d. Central place theory Question 8 Not yet answered Marked out of 1.00 Flag question The pricing method followed by Red Tag, Twenty-Four, Emax Fashion, Centre Point is: O a. Price discrimination b. Predatory pricing c. Market pricing d. Administered pricingD Question 15 2 pts In the IS/MP framework, when the Fed the federal funds rate in the aftermath of the decline in housing prices, the financial friction gave rise to a(n) in the real interest rate, which caused a(n) held constant; economic "settling"; disinflation raised: decline; commodity bubble lowered; decrease; deeper recession lowered; increase; deeper recession lowered; decline; expansionSuppose that Sally's preferences over baskets containing milk {good x). and coffee (good y}, are described by the utility function U{x.y) = xy +2x. Sally's corresponding marginal utilities are. MUx=y+2 and MUy=x. Use Pg to represent the price of milk, P, to represent the price of coffee, and l to represent Sally's income. Question 1: Suppose that the price of milk is P, = $1 per litre. the price of coffee is F'Jr = $4 per cup. and Sally's income is f = $40. Without deriving the optimal consumption basket. show that the basket with x = 16 litres of milk, and y = 6 cups of coffee. is NOT optimal. {2 Marks] Question 2: Derive the expression for Sally's marginal rate of substitution. (1 Mark) Question 3: Derive Sally's demand for coffee as a function of the variables P... P, and l. (Le. Do NOT use the numerical values for P... P], and i. from question 1.} For the purposes of this question you should assume an interior optimum. {3 Marks) Question 4: Derive Sally's demand for milk as a function of the variables P... P, and 1. (Le. Do NOT use the numerical values for P... P, and I. from question 1.} For the purposes of this question you should assume an interior optimum. {I Mark} Question 5: Describe the relationship between Sally's demand for milk and. (a) Sally's income: (b) the price of milk: (c) the price of coffee. Your answers must reference the demand function that you derived in question 4. AND use the correct term to describe the relationship. {6 Marks} Question 6: Suppose that Fl. = $1 and l = $40. Find the equivalent variation for an increase in the price of coffee from PH = $4 to Pr: = $5. {7' Marks)