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lys-0071 [83]
3 years ago
15

Suppose Robina Bank receives a deposit of $53,589 and the reserve requirement is 3%. Answer the questions using this information

. Round your answers to two decimal places. What is the amount that Robina Bank must keep on hand as required by the Federal Reserve (Fed)? keep on hand: $ What is the amount that Robina Bank must have in excess reserves from this initial deposit? excess reserves: $ What is the total change in the M1 money supply from this one deposit? total change: $
Business
1 answer:
g100num [7]3 years ago
3 0

A) 2,679.45
B) 50,909.55
C) 1,071,780
Explanation:
The bank will keep 5% of the deposit:
53,589 x 5% = 2,679.45‬
Then, it will have in excess the remainder:
53,589 - 2,679.45 = 50,909.55‬
This amount can be used for another.
This makes a hypothetical loop. The borrower can also deposit and creating the chance or another loan and so on. The cycle repeats indefinitely
The maximum amount of new money can be determinate as follow:

53,589 / 0.05 = 1,071,780
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Assume again that the cost of capital is 7 percent and the effective tax rate is 40 percent. How would the payback, internal rat
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If the effective tax rate increases then the net savings coming from investments will get lowered as a result the investment will have higher payback period (The increase in effective tax rate would lower demand of the product which means there is decline in net saving arising from the sale of the product). Likewise this decrease in annual net savings will also decrease the internal rate of return which shows that their are increased chances of project rejections. The NPV method is based on cash flows and relevant costing just like IRR and payback method but the only difference is that it assumes that the cash earned would be reinvested at cost of capital. The NPV will also decrease due to increased effective tax rate.

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SwimFit produces gear for swimmers, including suits, goggles, swim caps, and ear plugs. SwimFit wants to improve the quality of
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Who death was sadder itachi or minato or Jiraiya
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3 years ago
Speedy Delivery Company purchases a delivery van for $32,000. Speedy estimates that at the end of its four-year service life, th
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Answer:

(1) Straight-line.

Year 1 depreciation expense = $6,500

Year 2 depreciation expense = $6,500

(2) Double-declining-balance.

Year 1 depreciation expense = $16,000

Year 2 depreciation expense = $8,000

(3) Activity-based.

Year 1 depreciation expense = $7,000

Year 1 depreciation expense = $7,600

Explanation:

Note: This question is not complete. The complete question is therefore provided before answering the question as follows:

Speedy Delivery Company purchases a delivery van for $32,000. Speedy estimates that at the end of its four-year service life, the van will be worth $6,000. During the four-year period, the company expects to drive the van 130,000 miles. Actual miles driven each year were 35,000 miles in year 1 and 38,000 miles in year 2.

Required:

Calculate annual depreciation for the first two years of the van using each of the following methods.

(1) Straight-line.

(2) Double-declining-balance.

(3) Activity-based.

The explanation of the answers is now given as follows:

(1) Straight-line.

Depreciable amount = Cost of the delivery van – Salvage value = $32,000 - $6,000 = $26,000

Annual depreciation rate = 1 / Number of useful years = 1 / 4 = 0.25, or 25%

Year 1 depreciation expense = Depreciable amount * Annual depreciation rate = $26,000 * 25% = $6,500

Year 2 depreciation expense = Depreciable amount * Annual depreciation rate = $26,000 * 25% = $6,500

(2) Double-declining-balance.

Note: The salvage value is taken care of in the computation of the depreciation expense for the last useful year under the double-declining-balance method.

Therefore, we have:

Cost of the delivery van = $32,000

Annual depreciation rate = Straight line annual depreciation rate * 2 = 25% * 2 = 50%

Year 1 depreciation expense = Cost of the delivery van * Annual depreciation rate = $32,000 * 50% = $16,000

Book value at the end of year 1 = Cost of the delivery van - Year 1 depreciation expense = $36,000 - $16,000 = $16,000

Year 2 depreciation expense = Book value at the end of year 1 * Annual depreciation rate = $16,000 * 50% = $8,000

(3) Activity-based.

Depreciable amount = Cost of the delivery van – Salvage value = $32,000 - $6,000 = $26,000

Depreciation rate = Actual miles driven each year / Expected driven miles for four years ……….. (1)

Depreciation expense for each year = Depreciable amount * Depreciation rate …………… (2)

Using equations (2), we have:

Year 1 depreciation expense = $26,000 * (35,000 / 130,000) = $7,000

Year 1 depreciation expense = $26,000 * (38,000 / 130,000) = $7,600

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