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Step2247 [10]
3 years ago
11

Adjustment error. The accountant for Stringer Services failed to adjust the Supplies account to recognize the amount consumed du

ring March. As a result of this error, will the following items be overstated, understated, or unaffected? a. March revenues will be ________________. b. March expenses will be ________________. c. March net income will be _______________. d. Ending owner’s equity as of March 31 will be _________________. e. Assets as of March 31 will be __________________. f. Liabilities as of March 31 will be _________________.
Business
1 answer:
gladu [14]3 years ago
6 0

Answer:

a. unaffected

b. understated

c. overstated

d. overstated

e. overstated

f. unaffected

Explanation:

The journal adjustment entry for supplies consumed should be;

Supplies expense A/C                                            Dr.

     To Supplies  A/C                                    

(Being supplies consumed recorded)

Supplies expense being an expense and supplies being an asset, the omission would lead to understated expenses since the expense has not been recorded and overstated assets since the cost of supplies used was supposed to be reduced from assets balance.

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Suppose Brian is in the market for a used textbook and the campus bookstore is having a sale. If the initial price of the used b
pishuonlain [190]

Answer:

35.29%

Explanation:

Data provided in the question:

Market price of the used book = $85

Discounted price = $55

Now,

The percentage change in the book price will be calculated as:

=\frac{\textup{Market price - Discounted price}}{\textup{Market price}}\times100

on substituting the respective values, we get

=\frac{85-55}{85}\times100

= 35.29%

Hence,

the percentage change in the book price is 35.29%

5 0
3 years ago
What types of financial statements are publicly traded companies required to file annually with the government
Harrizon [31]

Answer:

Certified Financial Statements including: Two-year audited Balance Sheet, audited Statement of Income and Audited Statement of Cash Flows both for Three-years.

Explanation:

Generally, the report expected from a public traded company (listed on the stock exchange and sells shares to the public) is called a 10-k.

A 10-K represents an annually filed comprehensive report showing the financial performance of an organisation as specified by the Security and Exchange Commission (SEC). The report which is prepared by the Management of the company should contain the following sub sections:

  1. Overview of the Business; Ownership etc.
  2. Risk Factors of the Business
  3. 5 years selected financial data
  4. Management Discussion and their analyses based on yearly operations
  5. Financial Statement and Supplementary Data: This must contain the Balance Sheet, The Statement of Income, Statement of Cashflow and then Supplmentary notes to the account. All audited and cetified true and fair by an independent external auditor

3 0
3 years ago
Derek plans to retire on his 65th birthday. However, he plans to work part-time until he turns 74.00. During these years of part
Varvara68 [4.7K]

Answer:

Annual deposit= $3,077.99

Explanation:

Giving the following information:

Derek plans to retire on his 65th birthday.

10 years after he retires, he will neither make deposits to nor take withdrawals from his retirement account.

At his 75 birthday, he will begin to make annual withdrawals of $188,527.00 from his retirement account until he turns 92.00. He will make contributions to his retirement account from his 26th birthday to his 65th birthday.

First, we need to calculate the final value required at his 75 birthday:

Number of years= 92 - 75= 17 years

Annual withdrawl= 188,527

FV= 188,527*17= 3,204,959

Now, we need to calculate the amount needed 10 years before his retirement where he won't deposit or withdraw:

PV= FV/(1+i)^n

PV= 3,204,959/1.10^10= 1,235,650.44

Now, we can calculate the annual deposit from his 26th birthday to his 65:

FV= {A*[(1+i)^n-1]}/i

A= annual deposit

Isolating A:

A= (FV*i)/{[(1+i)^n]-1}

A= (1,235,650.44*0.10) / [(1.10^39)-1]

A= 3,077.99

4 0
3 years ago
ZNet co. is a web based retail company. The company reports the following for the past year. The company's CEO believes that sal
BARSIC [14]

Answer:

1. 17%

2. 42.5%

3. $2,748,900

4. 44%

Explanation:

1. Return on Investment for 2017

= \frac{Operating Income}{Average Invested Assets}

= \frac{2,499,000}{14,700,000}

= 17%

2. Profit Margin 2017

= \frac{Operating Income}{Sales}

= \frac{2,499,000}{5,880,000}

= 42.50%

3. Should the sales increase by 10% in 2018 then the new sales figure will be;

= $5,880,000 + ($5,880,000 *10%)

= $6,468,000

Profit = Sales * Profit Margin

= 6,468,000 * 42.5%

= $2,748,900

Return on Investment for 2018

= \frac{Operating Income}{Average Invested Assets}

= \frac{2,748,900}{14,700,000}

= 18.7%

4. Investment turnover equal for 2018

= \frac{ Sales}{Average Invested Assets}

= \frac{6,468,000}{14,700,000}

= 44%

5 0
3 years ago
Credit card debt. The average credit card debt for college seniors in $3262. If the debt is normally distributed with a standard
Reika [66]

Answer:

  • 0.98 approximately
  • 0.25 approximately
  • 0.34 approximately

Explanation:

standard deviation by which debt is distributed  = $1100

average credit card debt for college seniors = $3262

A)  probability that senior owes at least $1000

P (x ≥ 1000 ) = P ( Z ≥ \frac{1000- \alpha }{\beta }  )

where \alpha = average credit card debt = $3262

\beta = standard deviation = $1100

Z = random variable representing credit card debt for college seniors

back to equation P ( Z ≥ \frac{1000- 3262}{1100} )

therefore  P ( z ≥ -2.06 )

                 1 - p ( z ≤ -2.06 )

therefore probability of the senior owing $1000 = 1 - 0.0199 = 0.9801

B) probability that senior owes more than $4000

p ( x ≥ 4000) = P ( Z ≥ \frac{4000 - \alpha }{\beta } )

                     = P ( Z ≥ \frac{4000 - 3262}{1100} )

                     = 1 - p ( Z ≤ 0.67 ) therefore probability that senior owes more than $4000 = 1 - 0.7468 = 0.2514

C ) Probability that the senior owes between $300 and $4000

P ( 3000 ≤ x ≤ 4000) = P ( \frac{3000 - \alpha }{\beta } ≤ Z ≤ \frac{4000 - \alpha }{\beta } )

                                  = P ( \frac{3000 - 3262}{1100} ≤ z ≤ \frac{4000 - 3262}{1100} )

                                  = P ( - 0.24 ≤ z ≤ 0.67 )  

                                 = p ( z ≤ 0.67 ) - p ( z ≤ - 0.24 )        

                                 = 1 - p ( z ≥ 0.67 ) - 1 - p ( z ≥ -0.24 )

                                 = 0.7846 - 0.4052 = 0.3434                  

5 0
3 years ago
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