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melisa1 [442]
3 years ago
13

At the end of the month, the department had 12,000 units in inventory, 85% complete as to materials and 60% complete as to conve

rsion. How many units did the Forming Department start and complete in the current month
Business
1 answer:
larisa [96]3 years ago
6 0

Answer:

Units started and completed = 56,000 units.

Explanation:

<u>The complete question is as follows:</u>

<u>At the beginning of the month, the Forming Department of Martin Manufacturing had 14,000 units in inventory, 40% complete as to materials, and 20% complete as to conversion. During the month the department started 68,000 units and transferred 70,000 units to the next manufacturing department. At the end of the month, the department had 12,000 units in inventory, 85% complete as to materials and 60% complete as to conversion. How many units did the Forming Department start and complete in the current month?</u>

<u></u>

<u>Working 1: Reconciliation of units:</u>

Beginning work in progress = 14,000 units (A)

Introduced = 68,000 units (B)

Total (A+B) = 14,000 units + 68,000 units

Total (A+B) = 82,000 units

Transferred out (D) = 70,000 units

Ending work in progress (A+B) - (D) = 82,000 units - 70,000 units

Ending work in progress = 12,000 units

Units transferred from work in progress = 14,000 units

Total units = 70,000 units

From units started/introduced = 70,000 units - 14,000 units

<u>From units started/introduced = 56,000 units (answer)</u>

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Answer:

Annual wattage cost of 60 watts is $3.729

Annual LED cost of 60 watts is $0.185

total annual cost = $3.914

Annual wattage cost of 15 watts is $0.935

Annual LED cost of 15 watts is $0.125

total annual cost = $1.06

l

Explanation:

For the cost of LED and durability

it is require to use a light fixture 500 hours per year

60-watt incandescent light bulb costs $.37 and lasts 1,000 hours. that mean, its last for 2years before buying a new one.

And for a 15-watt LED,  costs $3.00 and lasts for 12,000 hours, thats means it will last for 24 years before purchase of another.

assuming, will are using the 60watts for 24years, a cost of  $.37*12times = $4.44 will be use for buying.

therefore, a 15 watts LED is more cheaper.

For the current charges of LED

for 60watts

if A kilowatt-hour of electricity costs $.113 =

1000 watts = 1hour = $0.113

60 watts  = 1hour  = (60*0.133/1000) = $0.0068

it is said that, the consumption is for 500 hour per year.

therefore, 60watts used per year = 500*0.0068 = $3.39

return of 10% =0.339.

total cost of watts for 500hr for a year = 3.39+0.339 = $3.729

Annual wattage cost of 60 watts is $3.729

Annual LED cost of 60 watts ($0.37/2year) is $0.185

total annual cost = $3.914

for 15 watts

if A kilowatt-hour of electricity costs $.113 =

1000 watts = 1hour = $0.113

15 watts  = 1hour  = (15*0.133/1000) = $0.0017

it is said that, the consumption is for 500 hour per year.

therefore, 15 watts used per year = 500*0.0017 = $0.85

return of 10% =0.085.

total cost of watts for 500hr for a year = 0.85+0.085 = $0.935

Annual wattage cost of 15 watts is $0.935

Annual LED cost of 15 watts ($3/24 years) is $0.125

total annual cost = $1.06

6 0
3 years ago
At January 1, 2018, Transit Developments owed First City Bank Group $600,000, under an 11% note with three years remaining to ma
VashaNatasha [74]

Answer:

interest payable   66,000

note payable      384,000

       Land                            325,000

       Gain on disposal         125,000

Explanation:

600,000 x 11% = 66,000 interest payable

the land is being used to settle the note along with the accrued interest at the time:

the accounting  of Transit developments record the land at cost: 325,000

as the market valuye is 450,000 so a gain for 125,000 will be recognize.

450,000 market value - 66,000 interest payable: 384,000 payment on the note principal

the entry will write-off the interest payable, decrease the note by that amount and recognize the land gain on disposal

4 0
3 years ago
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3 years ago
Assume that a 6 percent $500,000 bond with semiannual interest payments and a remaining life of 10 years could be purchased toda
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Answer:

I will pay $559,864 for this bond

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Coupon payment = $500,000 x 6% = $30,000 annually  = $15,000 semiannually

Number of periods = 10 years x 2 = 20 period

Interest Rate = 4.5%  = 2.25% semiannually

Price of bond is the present value of future cash flows, to calculate Price of the bond use following formula:

Price of the Bond = C x [ ( 1 - ( 1 + r )^-n ) / r ] + [ F / ( 1 + r )^n ]

Price of the Bond =$15,000 x [ ( 1 - ( 1 + 2.25% )^-20 ) / 2.25% ] + [ $1,000 / ( 1 + 2.25% )^20 ]

Price of the Bond = $15,000 x [ ( 1 - ( 1.0225 )^-20 ) / 0.0225 ] + [ $500,000 / ( 1.0225 )^20 ]

Price of the Bond = $239,455.68 + $320,408.24 = $559,863.92

Price of the Bond = $559,864

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