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:
$180 billion
Explanation:
The consumption is an act of spending the money from an income. The marginal propensity to consume is the proportion increase in the amount that a consumer is spending. The savings then decline if the consumption increases. In the given scenario the consumption will not raise even if there is an increase in national income and taxes are kept fixed at previous level. This is because marginal propensity to consume is same.
Answer:
Standard cost per pound= $34.21
Explanation:
The standard cost is the sum of direct material, direct labor, and total overhead. We will calculate each separate.
Direct material:
10 ounces cookie mix for $0.80= $8
5 ounces of milk chocolate for $4= $20
1 ounce of almonds for $12 the pound= $0.75
1 pound= 16 ounces
1 ounce= 0.0625*$12= $0.75
Direct labor:
1 minute in the mixing department
2 minutes in the baking department.
Mixing= $14.40* (1/60)= $0.24
Baking= $18*(2/60)= $0.6
Overhead:
Variable overhead is applied at a rate of $32.40 per DLH
Fixed overhead is applied at a rate of $60.00 per DLH.
Variable= 32.40 * (3/60)= $1.62
Fixed= 60* (3/60)= $3
Standard cost per pound= (8 + 20 + 0.75) + (0.24 + 0.6) + (1.62 + 3)= $34.21
Answer:
$2.08
Explanation:
Calculation for what will the dividend be nine years from now
Using this formula
Dt-1=Div1(1+g)^t
Where,
Dt-1=9years-1
Div1=$1.84
(1+g)=(1+0.0135
t= 9 years
Let plug in the formula
D9-1= $1.84(1+0.0135)^9
D8=$1.84(1.0135)^9
D8=$1.84(1.1282)
D8 = $2.08
Therefore what will the dividend be nine years from now will be $2.08