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3 years ago

The following transactions of Houston Pharmacies occurred during 2017 and 2018:

Business

1 answer:

Likurg_2 [28]3 years ago

4 0

Answer:

Please see below for all the journal entries required for Houston.

Explanation:

2017

Jan. 9

Debit: Computer Equipment $9,000

Debit: Interest Expense $630

Credit: Interest Payable ($9,000 x 7%) $630

Credit: Notes Payable $9,000

Jan. 29

Debit: Accounts Receivables ($69,000 x 3/4) $51,750

Debit: Cash ($69,000 x 1/4) $17,250

Credit: Sales Tax Payable ($69,000 x 6%) $4,140

Credit: Sales $69,000

Feb. 5

Debit: Sales Tax Payable $4,140

Credit: Cash $4,140

Jul. 9

Debit: Interest Payable ($9,000 x 7%) $630

Debit: Notes Payable $9,000

Credit: Cash $9,630

Aug. 31

Debit: Inventory $3,000

Debit: Interest Expense $330

Credit: Interest Payable ($3,000 x 11%) $330

Credit: Notes Payable $3,000

Dec. 31

Debit: Warranty Expense ($601,000 x 3%) $18,030

Credit: Accrued Warranty $18,030

Dec. 31

Debit: Interest Payable $330

Credit: Accrued Interest $330

2018

Feb. 28

Debit: Accrued Interest $330

Debit: Notes Payable $3,000

Credit: Cash $3,330

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bogdanovich [222]

Answer:

$24,705.8

Explanation:

To find the answer, we will use the present value of an annuity formula:

PV = A (1 - (1 + I)^-n / i

Where:

PV = Present value of the investment (in thise case, the cost of the car)
A = Value of the annuity (the monthly payments)
i = Interest Rate
n = number of compounding periods

The monthly payments are an annuity: they are periodic, fall under the same interest rate, and have the same value, therefore, if we find the value of the annuity, we will find the value of the first monthly payment at the same time (both things are the same):

Plugging the amounts into the formula we obtain:

9,000 = A ( 1 - (1 + 0.072)^-36 / 0.072

9,000 = A (12.75)

9,000 / 12.75 = A

705.88 = A

Now, to find the full value of the loan, we multiply the annuity value for 36, because that value will be paid 36 times until the loan is completed:

Full value of the loan = 705.88 x 36

= 25,411.68

Finally, to find the loan balance after the first payment, we take the full value of the loan, and substract the value of the annuity from it:

Loan balance after first payment = 25,411.68 - 705.88

= 24,705.8

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3 years ago

"when the number of units produced exceeds the number of units sold, net income under absorption costing will be:"

r-ruslan [8.4K]

Answer:

The answer is that the net income under absorption costing would be higher than the net income under variable costing.

Explanation:

Absorption costing and variable costing are terms used in accounting contexts. Absorption costing, also known as full costing, incurs overhead costs when the product is sold; not before it. Variable costing, also referred to as direct costing, would include overhead costs during the period the costs occurred. In this condition, net income would be higher using absorption since overhead costs would not be included until the product is sold.

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3 years ago

A network structure is:

olga_2 [115]

None of the above
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3 years ago

Read 2 more answers

Serotta Corporation is planning to issue bonds with a face value of $450,000 and a coupon rate of 16 percent. The bonds mature i

Brrunno [24]

Answer:

1. Dr Cash 481,588.61

Cr Bonds payable 450,000

Cr Premium on bonds payable 31,588.61

2. March 31

Dr Interest expense 14,447.66

Dr Premium on bonds payable 3,552.34

Cr Cash 18,000

June 30

Dr Interest expense 14,341.09

Dr Premium on bonds payable 3,658.91

Cr Cash 18,000

September 30

Dr Interest expense 14,231.32

Dr Premium on bonds payable 3,768.68

Cr Cash 18,000

December 31

Dr Interest expense 14,118.26

Dr Premium on bonds payable 3,881.74

Cr Cash 18,000

3. carrying value = $466,726.94

Explanation:

face value = $450,000

maturity = 2 years x 4 = 8 periods

coupon rate = 16% / 4 = 4%

coupon = $18,000

YTM = 12% / 4 = 3%

using a financial calculator, the PV of the bonds = $481,588.61

amortization first coupon = ($481,588.61 x 3%) - $18,000 = $3,552.34

Dr Interest expense 14,447.66

Dr Premium on bonds payable 3,552.34

Cr Cash 18,000

amortization second coupon = ($478,036.27 x 3%) - $18,000 = $3,658.91

Dr Interest expense 14,341.09

Dr Premium on bonds payable 3,658.91

Cr Cash 18,000

amortization third coupon = ($474,377.36 x 3%) - $18,000 = $3,768.68

Dr Interest expense 14,231.32

Dr Premium on bonds payable 3,768.68

Cr Cash 18,000

amortization fourth coupon = ($470,608.68 x 3%) - $18,000 = $3,881.74

Dr Interest expense 14,118.26

Dr Premium on bonds payable 3,881.74

Cr Cash 18,000

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3 years ago

Art is a self-employed installer of home entertainment systems, and he drives his car frequently to installation locations. Art

kap26 [50]

Answer:

Explanation:

The expenses that Ryan can deduct for the business trips he had is calculated by summing up the expenses he had with regards to gasoline and the depreciation.

Cost of gasoline = (3,760 miles)($1,590/18,800 miles) = $318

Cost of depreciation = $4,800

Adding the costs will give us an answer of $5118.

Answer: $5,118

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3 years ago