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Sphinxa [80]
3 years ago
11

Assume the reserve ratio is 25 percent and Federal Reserve Banks buy $4 million of U.S. securities from the public, which deposi

ts this amount into checking accounts. As a result of these transactions, the supply of money is: __________
a. not directly affected, but the money-creating potential of the commercial banking system is increased by $12 million.
b. directly reduced by $4 million and the money-creating potential of the commercial banking system is decreased by an additional $12 million.
c. directly increased by $4 million and the money-creating potential of the commercial banking system is increased by an additional $16 million.
d. directly increased by $4 million and the money-creating potential of the commercial banking system is increased by an additional $12 million.
Business
1 answer:
Viktor [21]3 years ago
5 0

Answer:

d. directly increased by $4 million and the money-creating potential of the commercial banking system is increased by an additional $12 million.

Explanation:

When the Fed buys $4 million in securities put in checking accounts, the money supply grows by $4 million, which means that it directly increased by $4million.

Now, the commercial bank's money-creating capacity grows by:

Total change (money supply) = (1 ÷ Reserve ratio) × Amount deposit

= (1 ÷ 25%) × $4 million

= $16 million

Amount kept as reserves = Reserve ratio × Total change

= 25% × 16 = $4 million

Now by using following formula,

So, money creating potential of commercial banks = Total change - Amount kept as reserves

= $16 million - $4 million

= $12 million (Increased)

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In which sequence will events occur when the economy adjusts to an expansionary monetary policy, in the short run and then in th
Kitty [74]

Answer:

1. The Fed uses open market operations to increase the money supply, thus lowering interest rates and stimulating investment.

Expansionary monetary policy is done to stimulate economy by increasing money supply. It lowers interest rates and leaves more money for consumption and investment.

2.  Increased aggregate demand leads to some higher prices and more total output.

Increased AG will lead to prices being higher in response. This would spur producers to produce more thereby increasing output.

3. Sticky input prices adjust to inflation.

Input prices will rise overtime to match the increase in prices.

4. Producers lay off some workers in response to higher input prices, causing a decrease in aggregate supply.

When the inputs rise, production becomes more expensive so producers will have to lay off workers to maintain profitability. They will also supply less goods as a result.

5.  In the long run, equilibrium returns to the same initial production level.

In the long run therefore, the reduction in AS leads to production returning to pre-monetary policy figures.

6 0
3 years ago
Road Gripper Tire Co. manufactures automobile tires. Standard costs and actual costs for direct materials, direct labor, and fac
Nezavi [6.7K]

Answer:

Answer is explained in the explanation section below.

Explanation:

Solution:

a.

In part a, we need to find the following 3 requirements:

1. Direct Materials Price Variance

2. Direct Materials Quantity Variance

3. Total Direct Materials Cost Variance

Direct Materials Price Variance:

It can be calculated by using the following formula:

DMPV = AQ multiplied by (AP minus the SP)

Where,  

DMPV = Direct Materials Price Variance

AQ = Actual Quantity

AP = Actual Price

SP = Standard Price

We do have all the data, so just plug in the values into the above equation to get the DMPV.

AQ = 101,000

AP  = 6.50 USD

SP = 6.40 USD

So,

DMPV = 101,000 ( 6.50 - 6.40)

DMPV = 10,100 USD

Direct Materials Quantity Variance:

DMQV = SP ( AQ - SQ )

Where,

DMQV = Direct Materials Quantity Variance = ?

SP  = Standard Price  = 6.40 USD

AQ = Actual Quantity  = 101,000

SQ = Standard Quantity  = 100,000

Plugging in the values:

DMQV  = 6.40  ( 101,000 - 100,000)

DMQV = 6400 USD

Total Direct Materials Cost Variance:

DMCV = SMC - AMC

Where,

DMCV =  Direct Materials Cost Variance = ?

SMC = Standard Market Cost = 6.40 USD x 100,000

AMC = Actual market Cost = 6.50 USD x 101,000

DMCV = (6.40 USD x 100,000) - (6.50 USD x 101,000)

DMCV = 640,000 - 656,500

DMCV =  16,500 USD

b.

For part b, we need following particulars:

1. Direct Labor Rate Variance (DLRV)

2. Direct Labor Time Variance (DLTV)

3. Direct Labor Cost Variance  (DLCV)

Direct Labor Rate Variance (DLRV) :

DLRV = (ADLR - SDLR) x ADLH

Where,

ADLR  = Actual Direct Labor Rate = 15.40 USD

SDLR = Standard Direct Labor Rate = 15.75 USD

ADLH = Actual Direct Labor Hour = 2000

So,

DLRV = (ADLR - SDLR) x ADLH

DLRV =  (15.40 USD  - 15.75 USD  ) x 2000

DLRV = 700 USD

Direct Labor Time Variance (DLTV):

DLTV = ( ADLH - SDLH ) x SDLR

SDLH = Standard Direct Labor Hour = 2080

DLTV = ( 2000  - 2080 ) x 15.75 USD  

DLTV = 1260 USD

Direct Labor Cost Variance  (DLCV)

DLCV = SDLC - ADLC

SDLC = Standard Direct Labor Cost  

ADLC = Actual Direct Labor Cost

DLCV =  (1540 x 2000) - (15.75 x 2080)

DLCV = 1960 USD

c.

For Part c, we need following:

1. variable factory overhead controllable variance (VFOCV)

2. fixed factory overhead volume variance (FFOVV)

3. Total factory overhead cost variance (TFOCV)

variable factory overhead controllable variance (VFOCV):

VFOCV =  AFO - B

Where,

AFO = Actual Factory Overhead  = 8200

B = Budgeted Allowance Based on Standard Hours Allowed = 4160x0.5x4

B = 8320 USD

VFOCV =  8200 - 8320  

VFOCV =   120 USD

fixed factory overhead volume variance (FFOVV) :

FFOVV = (S - BH ) x SOR

Where,

S = Standard Hours for actual output = 4160 x 0.5

BH = Budgeted Hours = 2080

SOR = Standard Overhead Rate = 6 USD

FFOVV = (4160 x 0.5  - 2080) x 6

FFOVV =  0 USD

Total factory overhead cost variance (TFOCV):

TFOCV = AFO - SO

Where,

AFO = Actual Factory Overhead = 20,200

SO = Standard Overhead = 2080 x 10

TFOCV =  20,200 - ( 2080 x 10  )

TFOCV =  600 USD

7 0
3 years ago
Cost advantages that accrue for firms with larger output because they can spread fixed costs over more units and can employ tech
xeze [42]

Cost advantages that accrue for firms with larger output because they can spread fixed costs over more units and can employ technology more efficiently are called:

  • Economies of scale

<h3>What are Economies of scale?</h3>

Economies of scale is a term that is used to describe the cost advantages that a company gets because they have increased the level of production. There are different types of economies of scale.

Some of these are the financial, technical, and purchasing economies of scale. So, when the purchasing strength of the organization increases, then there is an economy of scale.

Learn more about the economies of scale here:

brainly.com/question/780900

#SPJ1

6 0
2 years ago
Use the following to answer questions 6-10: Answer the next question(s) on the basis of the following data. All figures are in b
sergij07 [2.7K]

Answer:

GDP B). $417

NDP C. $392

NI D. $402

PI B. $314

DI A. $284

Explanation:

Gross domestic product is the total monetary value of final goods and services produce within the country.

GDP = 20 + 40 + 24 + 35 + 90 + 75 - 22 + 10 + 123 = 417

NDP = GDP - Consumption of fixed capital

NDP = 417 - 25 = 392

NI = NDP - Statistical discrepancy + net foreign income

DI = NI - Taxes on imports - social security consumption - Corporate income tax - undistributed profits.

4 0
3 years ago
Your department at work places $10,000 every year-end into an account earning 5%. The money is used when the corporate office fa
Jobisdone [24]

Answer:

68,019.13

Explanation:

this particular question can be solved, using an approach by the annuity concept, remember that an annuity is usefull for calculating the present or future value of a series of regular payments, so in this case we are asked to calculate the future value as follows:

s_{n} =P*\frac{(1+i)^{n}-1 }{i}

where s_{n} is the future value of the annuity, i is the interest rate for every period payment, n is the number of payments, and P is the regular amount paid. so applying to this particular problem, we have:

s_{6} =10,000*\frac{(1+0.05)^{6}-1 }{0.05}

s_{6} =68,019.13

4 0
4 years ago
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