Reference no: EM13178925
Explain what the following statement by Handel (1982, p. 36) means and provide an argument to either support or oppose the contention.
Things may exist independently of our account, but they have no human existence until they become accountable. Things may not exist, but they may take on human significance by becoming accountable. Accounts define reality and at the same time they are that reality. The processes by which accounts are offered and accepted are the fundamental social process.
A newspaper article entitled ‘Hannes "knew of TNT valuation"' (The Australian, 18 June 1999, p. 24) reported a case involving a person who was before the courts on a charge of insider trading. In part, the article stated:
Macquarie Bank executive director Simon Hannes learnt of the value the bank had placed on TNT shares three months before the transport giant was subject to a takeover bid by Dutch company KPN, a jury heard yesterday
The Crown has alleged that Mr Hannes, using the alias Mark Booth, used that confidential information to make a $2 million profit trading in TNT options at the time of the October 1996 takeover offer. Macquarie was advising TNT on the bid and the Downing Centre District Court jury has previously heard Mr Hannes claimed to have had only a general knowledge of a possible transaction involving TNT. Mr Hannes, 39 has pleaded not guilty to one charge of insider trading and two of structuring bank withdrawals to avoid reporting requirements.
(a) Which of the theoretical perspective of regulation reviewed in this chapter might best explain the existence of laws that prohibit insider trading?
(b) How would advocates of a ‘free-market' approach justify the removal of legislation pertaining to insider training?
How would you enter the market
: You want to invest in a hot dog stand near the ballpark. You have 0.35 proability that you can turn your currnt $15,000 into $50,000 and a 0.65 probability that fierce completion will drive you to ruin losing all your money. If you decide not to e..
|
Find the value of x to one decimal place
: A 25.5 foot ladder rests against the side of a house at . a point 24.1 feet above the ground. The foot of the ladder. is x feet from the house. Find the value of x to one decimal place.
|
State an ancient wooden object was found to have a ratio
: Using a device similar to a mass spectrometer, a sample of an ancient wooden object was found to have a ratio
|
Find the measure of a side of the square garden
: If the sum of the areas of both gardens is 165 square yards, find the measure of a side of the square garden.
|
Removal of legislation pertaining to insider training
: Which of the theoretical perspective of regulation reviewed in this chapter might best explain the existence of laws that prohibit insider trading?
|
What should be the price of the policy
: Maritime Insurance Company offers insurance policies for recreational boats. A typical policy will pay the replacement cost of $25, 000 if the boat is a total loss. If the boat is not a total loss but the damage is more than $10,000, the policy pa..
|
Mathematical operations to the correct number of figures
: Perform the following mathematical operations, and express each result to the correct number of significant figures. 0.19*6.022*10^23
|
Find the perimeter of the base of the ice sculpture
: The ice sculpture is a solid with base R. Cross sections of the sculpture perpendicular to the x-axis are right triangles with the hypotenuse of the triangle in the base. Find the volume of ice that is discarded when creating the sculpture.
|
What is the measure of the sixth angle
: The measure of five angles of a hexagon are 137, 147, 103, 90, 118. What is the measure of the sixth angle?
|