Answer
The answer of the exercise is attached in a microsof excel document.
Explanation
Please consider the data provided by the exercise. If you have any question please write me back. All the exercises are solved in a single sheet with the formulas indications.
Answer:
1. are called real accounts
Explanation:
Balance sheet accounts are the real account and these accounts do not close and balances of these accounts accumulated and carried forward to next accounting period. These balance represents the net accumulated values of all the past years. These accounts are also affected by the all the adjustments. Every transaction ultimately effect any of the balance sheet account.
Answer:
Monthly Payment is $1602.37
Effective interest rate is 5.33%
Explanation:
a.
The monthly payment made includes the interest and principal payment as well.
Monthly payment can be calculated using following formula
Monthly Payment = [Present value of loan x r] / [{1 - (1 + r)-n}]
Monthly Payment = [$84,500 x (0.052/12)] / [1 - (1 + 0.052/12)-60]
Monthly Payment = [$366.17 / 0.2285]
Monthly Payment = $1,602.37
b.
The Effective interest rate is the actual interest rate that are being charged on loan after incorporating the compounding effect.
Use following formula to calculate the effective Annual rate
EAR = [1 + (i/n)]^n - 1
EAR = [ 1 + (5.2% / 12]^12 - 1
EAR = [1.0043]^12 - 1
EAR = 1.0533 - 1
EAR = 0.0533
EAR = 5.33%
Answer: Rationalization
Explanation:
Here in this scenario, the element of fraud triangle that bis being discussed is the <em>rationalization</em>. Fraud triangle defines 3 factors which are mostly responsible and thus further tend to contribute to the increase in risk of a fraud. These are: Opportunity, Incentive, and Rationalization. Rationalization is referred to as the individual’s reason and excuse for committing a fraud.
Answer:
13.33
Explanation:
We have to write 2 equations to set equal to each other.
The first one will look like this:
200x + 5,000
The x will go with the 200 because the project revenue grows by $200 each month thereafter the start of $5,000.
The second equation will look like this:
50x + 7,000
The project begins at $7,000 and grows by $50 every month so the x will go with the 50.
Now, set them equal to each other
200x + 5,000 = 50x + 7,000
Solve
150x + 5,000 = 7,000
150x = 2,000
x = 13.333
Therefore, in the thirteenth month the project will breakeven.
<em>Hope this helps!!</em>
<em>- Kay :)</em>
