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NemiM [27]
3 years ago
9

Bradshaw Company provided the following data: Standard fixed overhead rate (SFOR) $5 per direct labor hour Actual fixed overhead

costs $301,680 Standard hours allowed per unit 4 hours Actual production 15,000 units Required:
1. Calculate the standard hours allowed for actual production. hours
2. Calculate the applied fixed overhead. $
3. Calculate the total fixed overhead variance. Enter amount as a positive number. $
Business
1 answer:
bezimeni [28]3 years ago
8 0

Answer:

1. 60,000 hours

2. $300,000

3. $1,680 Unfavorable

Explanation:

1. The computation of the standard hours allowed for actual production is shown below:

= Actual production × Standard hours allowed per unit

= 15,000 units × 4 hours

= 60,000 hours

2. The computation of the applied fixed overhead is shown below:

= Standard hours allowed for actual production × Standard fixed overhead rate

= 6,000 hours × $5

= $300,000

3. The computation of the total fixed overhead variance is shown below:

= Actual fixed overhead costs - Applied fixed overhead

= $301,680 - $300,000

= $1,680 Unfavorable

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A bank has excess reserves of $1 million and makes a new loan for $500,000. If the bank faces a 10% required reserve ratio, by h
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Answer:

With a 10% required reserve ratio, the money supply could increase by $500,000/r when the loan is made.

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b) The formula for the money multiplier is simply 1/r, where r = the reserve ratio.

c) The reserve ratio, also known as Cash Reserve Ratio, is the percentage of deposits which commercial banks are required to keep as cash according to the directions of the central bank.  It is used by the central bank to control the supply of money in the economy.  When the central bank wants to increase the money supply, it lowers the reserve ratio and vice versa.

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8 0
3 years ago
Now consider the case in which the manufacturer offers a marginal unit quantity discount for the plywood. The first 20,000 squar
Sindrei [870]

Answer:

Explanation:

We can use the following method to solve the given problem

We are given following

Annual demand,

D = 20000*12

D = 240,000 sqft

Fixed order cost, is given as

S = $ 400

Considering the unit cost, is given as

C = $ 1

Holding cost, H = 1*20% = $ 0.2

EOQ = sqrt(2DS/H)

= √(2*240000*400/0.2)

= 30,984 sq ft

This is higher than 20,000 and less than 40,000 sq ft. For this reason, the applicable price for this quantity is $ 0.98

For C = $ 0.98, holding cost, H = 0.98*20% = $ 0.196

Revised EOQ = sqrt(2*240000*400/0.196) = 31,298 sq ft

Total annual cost of EOQ policy = D*C + H*Q/2 + S*D/Q

= 240000*0.98 + 0.196*31298/2 + 400*240000/31298

= $ 241,334.5

Now consider the next level of price, C = $ 0.96

Holding cost, H = 0.96*20% = $ 0.192

EOQ = sqrt(2*240000*400/0.192)

= 31633 sqft

This amount is will not be feasible for this price, because it requires a minimum order of 40000 sqft.

Therefore, Q = 40,000

Total annual cost = 240000*0.96 + 0.192*40000/2 + 400*240000/40000

Total annual cost = $ 236,640

Total annual cost is lowest for order quantity of 40,000 sq ft.

1) Optimal lot size = 40,000 sq ft.

2) the annual cost of this policy

= $ 236,640

3) the cycle inventory of plywood at Prefab = Q/2 = 40000/2

At prefeb= 20,000 sq ft

4) let's assume the manufacturer sells all plywood at $ 0.96, then

Holding cost, H = 0.96*20%

H= $ 0.192

EOQ = sqrt(2*240000*400/0.192)

EOQ = 31633 sqft

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Total annual cost = $ 236,471.6

Difference in total annual cost = 236640 - 236471.6 = $ 168.4

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3 years ago
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