Answer:
Legitimate promissory notes are marketed to sophisticated, corporate investors that have the ability to thoroughly research the company issuing the notes and determine whether the issuer will be able to repay principal and interest. There have been many instances of "promissory note fraud" where unlicensed individuals push bogus promissory notes that are sold as investments that offer above-market fixed interest rates and safeguarding of principal - and most of there are frauds. This is a major concern to state regulators.
To offer a promissory note, both the salesperson and the note must be registered in the state. Only promisory notes that have maturities of 9 months or less, that are investment grade, and are sold in minimum increments of $50,000 are exempt from registration.
Finally, the tell-tale sign of fraud are:
Statements that tho notes are "guaranteed" or insured, especially by bogus foreign entities.
Promises of above-market rates fo return
Statements that the notes are "risk"free"
The labeling of a star-up company´s notes as prime
Offers of promissory notes from a stanger who does not know the costumer financial situation
Answer:
$11880
Explanation:
Given that:
In a local Honda Dealership;
Last year, your dealership earned a record profits of $1.5 million
according to the local Chamber of Commerce, your earnings were 10 percent less than either of your competitors.
The Price Elasticity of demand E = - 4.5
Marginal cost of a midsized automobile = $11,000
Let assume that In your market, you compete against two other dealers
From The above given data , the objective is to determine the What price should you charge for a midsized automobile if you expect to maintain your record sales.
So; in order to achieve that ; we consider the scenario of an Oligopoly market by using the markup formula for homogeneous product Cournot Oligopoly which can be represented as:




P = 1.08 × 11000
P = $11880
Hence. the price you should charge for a midsized automobile if you expect to maintain your record sales is $11880