For simplicity, we will assume 52 weeks in a year (instead of 365 days).
The rate of interest per week actually charged is




Effective Annual Rate (
EAR) is obtained by <em>compounding</em> the weekly rate for one year (52 weeks)



=
4454629.97%note: most calculators may not display this value with sufficient accuracy.
The corresponding
APR is obtained by <em>multiplying</em> the weekly rate by 52


=1188.57%
Answer:
c.only that the debit dollar amounts equal the credit dollar amounts
Explanation:
For recording the business transactions, the first step is journalizing through recording. After that we post these to their respective account which we called ledger accounts.
The motive of recording the business transactions is to equate the debit and credit sections as per the double accounting through which the financial statements should be verified, and correct in all aspects.
Answer:
$23,003
Explanation:
Computation for the claim against the insurance company.
Using this formula
Claim against insurance company = Total cost of goods available for sales - Cost of goods sold - Owned inventory on hand on July 16
Let plug in the formula
Claim against insurance company= ($41,010 + 90,490) - [($119,400 - $3,960)*100/140)] - ($33,210- $7,170)
Claim against insurance company= $131,500 - $82,457 - $26,040
Claim against insurance company= $23,003
Therefore the claim against the insurance company is $23,003
Answer:
a) $8
b) $4
c) Decrease
Explanation:
Background.
A call option as you probably know, is an agreement to buy an asset on or before a particular day at a price already determined in the agreement.
a) the Intrinsic value of the option is the market price minus the strike price.
Intrinsic Value = Market Price - Strike price
= $43 - $35
= $8 per share.
It is worthy of note that for an option, of the intrinsic value dips into negative figures it is just said to be 0.
b) To calculate the time value, we subtract the intrinsic value from the call premium
= Call Premium - Intrinsic value
= $12 - $8
= $4
c) The call option has 6 months to maturity and the dividends are to come in 3 months. Share prices usually drop after a dividend has been paid so because the call option matures in 6 months, the price of the call option will DECREASE owing to the Expected drop in stock price.
Answer:
the firm will have a loss of 6.414,97
Break-even rate = 11.34%
Explanation:
We calcualte the present value of a lump sum to know the present sale value:
Nominal: 154,000
time 5 years
rate 0.13
PV 83,585.03
the current sale price 83,585.03
given a cost of <u> (90,000) </u>
the firm will have a loss of 6.414,97
To break event the present value should be 90,000:

rate = 0.113411345 = 11.34%