Answer:
The correction entries shall be as follows,
1. Service Revenue Dr. $ 920
Customer Account Cr. $ 920
2. Store Purchases Dr. $1,180
Accounts Payable Dr.$340
Supplies Account Cr. $ 1,520
Explanation:
1. The service revenue account was overstated and customer account understated. therefore by debiting service revenue and by crediting customer account, both have been restated at their actual position.
2. The accounts payable was overstated by $ 340 (1,180-1520).it is rectified by debiting with $ 340. Whereas the supplies account was wrongly debited therefore that impact of $1,520 reversed and actual store purchases debited with actual amount of $1,180
Answer:
Net operating cash flow= $9,300
Explanation:
Giving the following information:
Sales $22,000
Depreciation $8,000
Other operating costs $12,000
Tax rate 35%
We need to determine the net operating cash flow:
Sales= 22,000
Other operating costs= (12,000)
Depreciation= (8,000)
EBIT= 2,000
Tax= (2,000*0.35)= (700)
Depreciation= 8,000
Net operating cash flow= 9,300
Answer:$31,379
Explanation:Applying the
Fishers international effect
1+Ic/1+Ib=S1/S0
Where Ib represents the interest rate in base country which is Japan in this case
Ic represents the interest rate in counter country in this case,US
S0 is the base spot rate or exchange rate at the moment while S1 is the spot rate at the end of the coming year
Ic =3%=0.03
Ib=1%=0.01
So=145
Substituting in the formula
1.03/1.01=S1/125
Cross multiplying
S1=125(1.03)/1.01=127.475
So price in US at spot 127.475 will be ¥4,000,000/127.475=$31,379
Answer:
Explanation:
What is given:
The price of a new fabricating machine - 60
The price of a one-year-old machine - 51
The real interest rate is 10% per year
Marginal product of fabricating machines 165-2K (K - desired number machines)
If calculate the depreciation, (60-51)/51 = 15%
a) Find user cost of capital
User cost of capital is the sum of interest rate and depreciation cost multiplied by the price of new machine
= 60*(0.10+0.15) = 15 units
b) Determine the number of machines that will allow Missing Link to maximize its profit
165-2K=15
2K = 150
K = 75 machines
c)
Suppose that Missing Link must pay a tax equal to 40% of its gross revenue. What is the optimal number of machines for the company?
165-2K = 15/(1-0.4)
165-2K=14/0.6
165-2K=25
2K=140
K=70 macines