Answer:
Principal payment = $27,505.00
Explanation:
<em>Loan Amortization: A loan repayment method structured such that a series of equal periodic installments will be paid for certain number of periods to offset both the loan principal amount and the accrued interest.</em>
The principal repayment in year 1 = Annual payment - Interest payment in year 1
<em>Interest payment in year = Interest rate × Principal Amount</em>
=8% × 164,000
= $13,120.00
Principal payment = $40,635 - 13,120 = $27,505.00
Principal payment = $27,505.00
Answer:
Sh. 300,001.60
Explanation:
Note: <em>Missing word has been attached</em>
Particulars Amount
Annual payments 86,038
x PV Annuity due 8%, 10 periods 3.48685
Amount recorded for the leased asset 300,001.60
Answer:
Return (%) = 17.43%
Explanation:
T<em>he return on investment is the sum of the dividends earned and capital gains made during the holding period of the investment.</em>
Dividend is the proportion of the profit made by a company which is paid to shareholders.
Capital gains is another type of the return made on an equity investment as a result of increase in the value of the shares. It is difference between the cost of the share and the value at the time of disposal.
Therefore, we can can compute the return on the investment as follows:
Dividend= ($1.60× 140)= $224
Capital gains= (90-78) × 140= $1680
Total dollar return on Investment = $224+ $1680= $1904
Total return in (%) = Return/ cost of shares × 100
= 1904/ (140 × 78) × 100
= 17.43%
Answer:
a.The ending work in process inventory is $ 146,575
Explanation:
To determine the ending work in process inventory, we need to do the following computations:
No of units in ending inventory 22,000 units
Material cost in ending inventory
22,000 units * 100 % (completion) * $ 2.65 $ 58,300
Conversion costs in ending inventory
22,000 units * 75 % (completion) * $ 5.35 <u> $ 88,275</u>
Total value of Ending work in process inventory <u> $ 146,575</u>
Answer:
we can look at this problem from 2 different point of views:
if you have francs and wish to buy pounds: then you take 12 francs and purchase 1 ounce of gold, and then you sell it for 6 pounds. This way you will only spend 2 francs per each pound instead of 2.2.
if you have pounds and want to make a gain: you take 6 pounds and purchase 13.2 francs and you then buy 1.1 ounces of gold. Then you sell the 1.1 ounces of gold in exchange for 6.6 pounds.
Any of the scenarios does not include any transaction prices nor shipping costs, it is only theoretical.