Answer:
The merchandise should be reported on the U.S. Company's December 31, 2020 balance sheet at:
b. $1,050
Explanation:
a) Data and Calculations:
November 30, 2020 Inventory purchase = CHF1,000
Exchange rate on this date = $1.05/CHF
Inventory worth = $1.05 * CHF1,000 = $1,050
b) The inventory should be reported on December 31, 2020 at $1,050. It does not need to be reported at a value above or below this. Even, the debt owed to the Swiss supplier will be reported at this price. It is when payment for the invoice is being made on February 1, 2021 that consideration will be given to the exchange rate at which payment is made.
Answer:
The three major compromises were the Great Compromise, the Three-Fifths Compromise, and the Electoral College. The Great Compromise settled matters of representation in the federal government.
it should be right if not sorry
.
Available Option:
a. it is costly to maintain many product lines, and it might weaken the brand's meaning.
b. it is often difficult to get additional marketing communications coverage for the brand.
c. the current economy can only support a limited number of product options.
d. manufacturing divisions usually control brand expansion and are often in conflict with the marketing division.
e. Federal Trade Commission regulations limit the number of products that can be marketed under an individual brand name.
Answer:
Option A. It is costly to maintain many product lines, and it might weaken the brand's meaning.
Explanation:
The reason is that adding brand in the existing highly valued brand names require maintaining the brand's meaning and reputation which results in incurring higher costs in quality management, customer locating, making sales and other costs. The poor feedback of a new product can result in the decline in the trust of previous highly reputed brands which can affect the firm severely so the marketers might avoid such inclusions of brands.
Answer:
the bond worth today is $651.60
Explanation:
The computation of the amount of bond worth today i.e. present value is to be shown below:
Present value = Amount ÷ (1 + interest rate)^number of years
where,
Amount = $1,000
Interest rate = 5.5%
And, the number of years is 8
Now placing these values to the above formula
So, the worth of the bond today is
= $1,000 ÷ (1 + 0.55)^8
= $651.60
hence, the bond worth today is $651.60
