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Lyrx [107]
3 years ago
6

Karla Salons leased equipment from Smith Co. on July 1, 2021, in a finance lease. The present value of the lease payments discou

nted at 8% was $61,600. Ten annual lease payments of $8,500 are due each year beginning July 1, 2021. Smith Co. had constructed the equipment recently for $53,500, and its retail fair value was $61,600. The total decrease in earnings (pretaxed) in daltons december 31, 2021 income statement would be (ignore taxes):_____.
a. $3,296.
b. $6,376.
c. $4,928.
d. $5,204.
Business
1 answer:
photoshop1234 [79]3 years ago
3 0

Answer:

d. $5,204

Explanation:

Interest expenses up to December 31, 2020 = (Total present value of lease payment - Lease payment on July 2021) * 8% * 6/12

= $61,600 - $8,500 * 8% * 6/12

= $53,100 * 8% * 6/12

= $2,124

Depreciation Expenses up to December 31, 2021

= Fair value of equipment / Useful life * 6/12

= ($61,600 / 10) *6/12

= $6,160 * 6/12

= $3,080

Therefore, the total decrease in earnings (Pretax) in Larlas December 31, 2021 Income statement would be

= Interest expenses + Depreciation Expenses

= $2,124 + $3,080

= $5,204

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Answer:
limited resources
6 0
3 years ago
Philippe wants to make sure of the success of his new doggy day care, PAWS, by employing the steps in the basic planning process
Nataliya [291]

Answer:

Full Business Considerations

Efficient Facilities

A Cost-Effective Advertisement

He must Define his Services

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Carry out interviews for New Clients

With all of these steps being adhered to, Philippe's business will indeed be great!

6 0
3 years ago
Your $6100 investment grows to $12200 over the course of 9 years compounded quarterly. what interest rate did you receive on you
k0ka [10]
The formula is
A=p (1+r/k)^kt
A future value 12200
P present value 6100
R interest rate ?
K compounded quarterly 4
T time 9 years

Set the equation and solve for r (interest rate)
12200=6100 (1+r/4)^(4×9)
Divide both sides by 6100
12200/6100=(1+r/4)^(36)
2=(1+r/4)^(36)
Take the root of 36 for both sides
2^(1/36)=1+r/4
R= (2^(1/36)-1)×4
R=(2^(1÷36)−1)×4
R=0.0778×100
R=7.78%

Hope it helps!
6 0
3 years ago
Sheffield Company purchases $50,300 of raw materials on account, and it incurs $63,900 of factory labor costs. Supporting record
Yakvenalex [24]

Answer:

Work-in-process - Assembly Department  $64,160 (debit)

Work-in-process - Finishing Department  $38,080 (debit)

Overhead $102,240  (credit)

Explanation:

Assembly Department Costs Assignments

J1 : Raw Materials

Work -in-process $27,100 (debit)

Raw Materials (credit)

J2 : Labor

Work -in-process $40,100 (debit)

Salaries and Wages Payable $40,100 (credit)

J3 : Overheads

Work-in-process  $64,160 (debit)

Overhead $64,160 (credit)

Finishing Department Costs Assignments

J1 : Raw Materials

Work -in-process $23,200 (debit)

Raw Materials $23,200 (credit)

J2 : Labor

Work -in-process $23,800 (debit)

Salaries and Wages Payable $23,800 (credit)

J3 : Overheads

Work-in-process  $38,080 (debit)

Overhead $38,080  (credit)

Summary of assignment of overhead

Work-in-process - Assembly Department  $64,160 (debit)

Work-in-process - Finishing Department  $38,080 (debit)

Overhead $102,240  (credit)

3 0
3 years ago
Stanley hart invested in a municipal bond that promised an annual yield of 6.7 percent. the bond pays coupons twice a year. what
shtirl [24]
The effective interest rate is given by

r= \left(1+\frac{i}{t}\right)^t-1

Given that the <span>bond yeilds an annual yield of 6.7 percent and pays coupons twice a year.

The effective interest rate is given by:

r= \left(1+\frac{0.067}{2}\right)^2-1  \\  \\ =(1+0.0335)^2-1 \\  \\ =(1.0335)^2-1=1.0681-1 \\  \\ =0.0681=6.81\%</span>
3 0
2 years ago
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