When the individual calculates the effective rate of the loan, the most appropriate statement is the effective rate will exceed the nominal rate.
<h3>What is effective annual rate?</h3>
The effective annual rate (EAR) is the interest rate for the entire year. Interest Charges Interest expense is incurred when a corporation funds itself with debt or capital leases.
Interest appears on the income statement, but it can also be earned on an investment or paid on a loan as a result of compounding interest over time.
It is usually higher than the marginal rate and is used to evaluate different financial products with varying compounding periods - weekly, monthly, yearly, and so on.
When the number of compounding periods is increased, the effective yearly interest rate rises over time.
Therefore, the correct option is A.
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Answer:
You question is missing some data.so i am adding a sample question matching the above conditions.i hope it will help.
You have just taken out a $15,000 car loan with a 8% APR compounded monthly. The loan is for five years. When you make your first payment in one month, how much of the payment will go toward the principal of the loan and how much will go towards the interest? (Dont round intermediate steps to six decimal places)
Round answers to nearest cent
Explanation:
Please find attached file for complete answer solution and explanation of same question.
Answer:
net sales: 638,000
Explanation:
Accounting works on accrual basis. We must match the transaction with the period they occur. The year-end adjustment are done to reflect the discount, return and allowance forthe current year sales so; we must include thme in the calculation for this year. If not, then we will be charging next year sales with discount on sales of the previous year.
salesrevenue : 750,000
discount (20,000 + 2,000) (22,000)
allowance (30,000 + 4,000) (34,000)
returns (50,000 + 6,000) (56,000)
net sales: 638,000
Answer: 17.5%
Explanation:
The equilibrium will occur where the money demanded equals to the money supplied i.e Ms = Md
From the question, the supply of currency by the Central Bank = 40
Money Supply (Ms) = m × B
where m = Money multiplier = 2.5
Note that the money multiplier can also be equal to 1/rr in situations wherebt the consumers do not hold any currency.
rr = reserve ratio, = 0.4
B = monetary base = 40
Note that the monetary base here is 40.
Since reserve ratio = 0.4, therefore
m = 1/0.4 = 2.5
Therefore, Ms = m × B
= 2.5 × 40
= 100
Thus Money supply Ms = 100.
Money demand(Md) = Y(0.3 - i),
Y = income = 800
i = interest rate
Since (Md) = Y(0.3 - i),
Md = 800(0.3 - i)
Equate the equation for the money demand and money supply together.
Ms = Md
100 = 800(0.3 - i)
100 = 240 - 800i
800i = 240 - 100
800i = 140
i = 140/800
i= 0.175
= 17.5%
Therefore, the interest rate is 17.5%
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