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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:
This question is incomplete since the interest rate is not included and so is the requirement. However, if it asking for the annual contributions Bonnie can make, you can calculate it as shown below and assuming a discount rate of 10%;
Explanation:
Since Bonnie's goal is $300,000, this will be the future value and you can use a financial calculator to solve for recurring deposits (PMT);
Time to retirement; N = 12
Interest rate; I/Y = 10%
Future value; FV = 300,000
One time present cashflow; PV = 0
then compute the recurring deposits; CPT PMT = 14,028.995
Therefore, she will need to contribute $14,029 every year to meet her goal.
Answer:
Second year :
Nominal rate = 8.15%
Real rate = 5%
Third year :
Nominal rate = 6.00%
Real rate = 4.95%
Explanation:
Nominal return =(Interest + price change) / initial price
Real rate of return = (1 + nominal rate) / (1 + inflation) - 1
Second year:
Nominal return = [53.05 + (1060.90 - 1030)]÷ 1030
(53.05 + 30.90) ÷ 1030 = 0.0815 = 8.15%
Real rate
[(1 + 0.0815) ÷ (1 + 0.03)] - 1
(1.0815 ÷ 1.03) - 1 = 0.05 = 5%
THIRD YEAR:
Nominal return = [53.58 + (1071.51 - 1060.90)]÷ 1060.90
(53.05 + 10.61) ÷ 1060.90 = 0.060 = 6.00%
Real rate
[(1 + 0.060) ÷ (1 + 0.01)] - 1
(1.060 ÷ 1.01) - 1 = 0.0495 = 4.95%
