Answer:
The correct answer is option B.
Explanation:
The main difference between technological efficiency and economic efficiency is that technological efficiency is concerned with the quantity of outputs used while economic efficiency is concerned with the value of inputs used.
Technological efficiency implies that a firm is producing a level of input using the least possible quantity of inputs. Economic efficiency occurs when a firm is able to produce a level of output at the least possible cost.
Technological efficiency does not require economic efficiency but economic efficiency require technological efficiency.
Answer:
Follows are the solution to this question:
Explanation:
In point A:
The estimated amount of uncollectible allowance =
In point B Journal
Titles and descriptions of accounts Debit Credit Calculation
Expenditure on bad debts 
Doubted debt allowance 
(Bad Debts Expense recorded)
In point C Journal
Titles and descriptions of accounts Debit Credit Calculation
Expenditure on bad debts 
Doubted debt allowance 
(Bad Debts Expense recorded)
Answer: D. Todd should include the $500 in 2015 gross income in accordance with the tax benefit rule.
Explanation:
It should be noted that due to the fact that Todd is a cash basis taxpayer, he'll be able to deduct the one-year prepayment for insurance in the year that it was paid, 2014.
In this case, he deducted $1,200, then his net cost will be ($1200 - $500) = $700. In this case, Todd should then include the $500 refund in gross income for 2015 under the tax benefit rule.
Answer:
The annualized rate of return to the Swiss investor is -7.93%.
Explanation:
This is an instance of foreign currency bond.
Using the exchange rate of $1 = 1.420, purchase price of the bond is calculated as $9,708.74 x 1.420 = 13,786.4108 Swiss Francs
Using the exchange rate of $1 = 1.324, maturity value is $10,000 x 1.324 = 13,240 Swiss Francs
Holding period is 6 months.
So, annualized rate of return is: (Maturity amount - Purchase price)/Purchase price x 12 / No of months
Annualized rate of return is: (13,240 - 13,786.4108)/13,786.4108 x 12/6 = -0.079268028.
Annualized rate of return is -7.93% approximately.
Answer:
Explanation:
Using future annuity formula
Fv = Pmt ( (1+r)ⁿ -1 )/ r
+ 1 = (1+r)ⁿ
In ( + 1) = n In ( 1+r)
n = In ( + 1) / In ( 1 + r)
FV, future value = $10,000, Pmt, periodic payment per year = $1,100, r rate = 11.82% = 0.1182 and n = number of years
n = 0.7297 / 0.11172 = 6.53 years approx 7 years
the last year payment will actually be less than $1,100
