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Deffense [45]
3 years ago
8

The Marchetti Soup Company entered into the following transactions during the month of June:

Business
1 answer:
Ierofanga [76]3 years ago
5 0

Answer:

Explanation: Kindly find attached the transaction

Download xlsx
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The Town of McHenry has $13,000,000 in general obligation bonds outstanding and maintains a single debt service fund for all deb
VLD [36.1K]

Answer:

Dr Cash $13,000,000

Cr Other financing source- refunding of existing debt $13,000,000

Dr Other financing uses - refunding of existing debts $13,000,000

Cr Cash $13,000,000

Explanation:

Preparation of the Journal entries to record the transaction on the books of the debt service fund.

Based on the information given we were told that the Town of McHenry has the amount of $13,000,000 in general obligation bonds outstanding in which On July 1, 2017, a current refunding of the amount of $13,000,000 took place which means that the Journal entries to Record the transaction on the books of the service debt fund will be :

Dr Cash $13,000,000

Cr Other financing source- refunding of existing debt $13,000,000

Dr Other financing uses - refunding of existing debts $13,000,000

Cr Cash $13,000,000

4 0
2 years ago
Absorption and Variable Costing; Inventory Valuation Bondware Inc., has a highly automated assembly line that uses very little d
Agata [3.3K]

Answer:

Following are the response to the given question:

Explanation:

                            Cost of Goods Sold  

Absorption costing 92000+440\times (520+460+180) \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ =  602400

Variable costing 78000+440\times (520+460) \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ =509200

6 0
3 years ago
The Sandhill Chemical Corporation announced that, for the period ending March 31, 2017, it had earned income after taxes of $2,7
Nezavi [6.7K]

Answer:

$527,354.35

Explanation:

revenues - expenses - (amortization and depreciation) = operating revenue

operating revenue - interest expense = net income before taxes

net income before taxes x (1 - tax rate) = net income after taxes

net income before taxes = net income after taxes / (1 - tax rate) = $2,768,916.25 / 0.66 = $4,195,327.65

operating revenue = net income before taxes + interest expense = $4,195,327.65 + $392,168 = $4,587,495.65

amortization and depreciation = operating revenue + expenses - revenues = $4,587,495.65 + $8,000,150 - $13,115,000 = $527,354.35

4 0
2 years ago
Risk can be thought of as the possibility of incurring??
tia_tia [17]

Answer:

Risk can be thought of as the possibility of incurring a loss.

Explanation:

Loss.

4 0
2 years ago
In this question, assume that all variables other than price and quantity are held constant.
serg [7]

Answer:

A. The price reduced by 0.115%

B.  Betty can expect her total revenue to increase.

C.  The demand reduced by 43.32%

D. Patty can expect her total revenue to increase.

 Explanation:

A.

The price elasticity of demand can be expressed as shown below;

P.E=%Q/%P

where;

P.E=price elasticity of demand

%Q=percentage change in the quantity demanded

%P=percentage change in price

In our case;

P.E=305

%Q=35%=0.35

%P=unknown, to be determined

Substituting;

305=0.35/P

305 P=0.35

P=0.35/305=0.00115

%P=0.0011×100=0.115%

The price reduced by 0.115%

B.

Determine the initial and final revenue and compare to illustrate if the revenue increased or reduced.

Initial Revenue=initial unit price×initial quantity demanded

where;

Initial unit price=p

Initial quantity=q

replacing;

Initial Revenue=p×q=pq

Final Revenue=final unit price×final quantity demanded

where;

final unit price=(p-0.115% of p)=p-0.00115 p=0.99885 p

final quantity demanded=(q+35% of q)=(q+0.35 q)=1.35 q

Substituting;

Final revenue=(0.99885 p)×(1.35 q)=1.348 pq

Final revenue-Initial revenue=1.348 pq-pq=0.348 pq

Betty can expect her total revenue to increase.

C.

Using the same expression as above;

P.E=%Q/%P

where;

P.E=0.57

%Q=unknown, to be determined=0.01 Q

%P=76%=76/100=0.76

Substituting;

0.57=0.01 Q/0.76

0.01 Q=0.57×0.76

Q=(0.57×0.76)/0.01

Q=43.32%

The demand reduced by 43.32%

D.

Initial Revenue=initial unit price×initial quantity demanded

where;

Initial unit price=p

Initial quantity=q

replacing;

Initial Revenue=p×q=pq

Final Revenue=final unit price×final quantity demanded

where;

final unit price=(p+76% of p)=p+0.76 p=1.76 p

final quantity demanded=(q-43.32% of q)=(q-0.43 q)=0.57 q

Substituting;

Final revenue=(1.76 p)×(0.57 q)=1.0032 pq

Final revenue-Initial revenue=1.0032 pq-pq=0.0032  pq

Patty can expect her total revenue to increase.

 

5 0
3 years ago
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