A budget is usually constructed for a period of

Andy deposited $3,000 this morning into an account that pays 5 percent interest, compounded annually. Barb also deposited $3,000

iogann1982 [59]

Answer:

The correct answer is Barb will earn more interest the second year then Andy.

Explanation:

Bank interest is the money that is obtained or paid for the temporary transfer of capital. Its classification is by remunerative interest, or by default interest. And as for its operation, it is important to mention that the economic amount of interest, to be paid or collected, is given by market rules, since there is no legal limitation on them.

The interest rate will be conditioned by the market itself. For example, the interest we pay to our bank for any loan or credit operation is determined by the market interest rates taken as a reference, for example the Euribor and by the guarantees provided in our loan. A fully secured loan (mortgage for example) is much cheaper than another that has few guarantees.

3 0

3 years ago

A company, which records its delivery trucks at the market price, has violated the following concept:

klio [65]

Yo Mf leave this page right now nobody cares abot your questions

4 0

3 years ago

A bank currently has $50 million in deposits, $6 million in cash in the vault, $4 million on deposit with Fed, and $5 million in

yuradex [85]

Answer:

A) $800,000

Explanation:

Since the current reserve ratio is 20%, and the bank has no excess reserves, then the maximum it can lend if it receives $1 is $800,000.

The bank has currently $50 million in deposits and $10 million in reserves ($6 million in cash and $4 million in the Fed), so its reserves are exactly 20% of its total deposits. So if any new deposits are received, the bank will have to keep as reserves 20% of it (= $1,000,000 x 20% = $200,000).

This type of banking system is called the fractional banking system because banks are only required to keep a fraction of the money they receive as deposits and they can lend the rest to other clients.

8 0

2 years ago

Smith Company reported pretax book income of $400,000. Included in the computation were favorable temporary differences of $50,0

Hoochie [10]

Answer:

$10,200

Explanation:

The computation of the deferred income tax expense or benefit is shown below:

Favorable temporary difference = $50,000

Less: Unfavorable temporary difference -$20,000

Net favorable temporary difference $30,000

We assume the tax rate is of 34%

So, the deferred tax expense is

= $30,000 × 34%

= $10,200

By finding out the net favorable temporary difference and then multiplied with the tax rate we can get the deferred tax expense and the same is shown above

3 0

2 years ago

Present Value of Ordinary Annuity Period/Rate 5% 6% 7% 8% 9% 10 7.7217 7.3601 7.0236 6.7101 6.4177 11 8.3064 7.8869 7.4987 7.139

klasskru [66]

Answer:

The discount rate of 8% for 11 year period provides the present value of annual cash flows to be equal to the initial investment.

Explanation:

Using the table of present value of annuity provided, we can check the rate and time period which is return the present value of cash flows from the project to be equal to initial Investment.

We are told that the Project's life is expected to be 11 Years. Thus using the 11 year period from the table we can see the following rates,

<u>11 Year Period</u>

Rate = 5% , Annuity Factor = 8.3064

Rate = 6% , Annuity Factor = 7.8869

Rate = 7% , Annuity Factor = 7.4987

Rate = 8% , Annuity Factor = 7.1390

Rate = 9% , Annuity Factor = 6.8052

We know that the annual cash flows from the project is $1,000,000 and we know the Initial Outlay is $7,139,000.

Multiplying the annual cash flow from the above annuity factors for each rate we can see which rate provides the present value of annual cash flows to be equal to initial outlay.

Rate = 5% , Present value = 8.3064 * 1000000 = $8,306,400

Rate = 6% , Annuity Factor = 7.8869 * 1000000 = $7,886,900

Rate = 7% , Annuity Factor = 7.4987 * 1000000 = $7,498,700

Rate = 8% , Annuity Factor = 7.1390 * 1000000 = $7,139,000

Rate = 9% , Annuity Factor = 6.8052 * 1000000 = $6,805,200

From the above calculation we can see that the rate of 8% provides the present value of annual cash flows to be equal to the initial investment.

7 0

3 years ago