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Andre45 [30]
2 years ago
13

Jenna Jeffries started her business baking dog treats by investing cash of $1,000. During May, its first month of operations, Je

nna's Barkery had revenues of $3,000, all of which was collected in cash. She paid her assistant $1,000 in cash and purchased $200 of supplies on account. The business paid cash dividends of $500.
Required:
Determine the balance in Cash at the end of the month.
Business
1 answer:
ElenaW [278]2 years ago
3 0

Answer:

Cash balance= $500

Explanation:

Giving the following information:

Started her business baking dog treats by investing cash of $1,000.

Had revenues of $3,000.

She paid her assistant $1,000 in cash.

The business paid cash dividends of $500.

<u>The cash account is affected by every entrance or exit of money. For example, if a purchase is made on account, the cash balance is not affected.</u>

Cash balance= -1,000 + 3,000 - 1,000 - 500

Cash balance= $500

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Ajax Beverages holds 40% of the stock of Bubbly Bottler, acquired at a cost equal to 40% of Bubbly's book value at the time of p
nata0808 [166]

Answer:

b. $100,420

Explanation:

Amount paid for investment                              $100,000

Add: Share of net income                                  $400

($1000*40%)

Add: Share of other comprehensive income    <u>$20         </u>

($50*40%)

Investment at the end of 2021                          <u>$100,420 </u>

<u></u>

7 0
2 years ago
Early in its fiscal year ending December 31, 2021, San Antonio Outfitters finalized plans to expand operations. The first stage
WARRIOR [948]

Answer:

1) assets basis:

land = $1,221,151

equipment = $462,000

furniture and fixtures = $308,000

parking lots and landscaping = $370,000

building = $11,241,600

2) interest expense:

interest on notes payable issued to buy land = $52,812

interest expense on other notes payable = $479,733

total = $532,545

Explanation:

the basis of the land (not depreciable):

  • $370,000 paid in cash
  • PV of notes payable = $770,000 / 1.08² = $660,151
  • closing costs = $37,000
  • demolition of existing structures = $87,000
  • land clearing and grading = $67,000
  • total = $1,221,151

Demolition costs as well as land grading and clearing add to the basis of the land, they are not included as part of construction costs. Therefore, they cannot be capitalized and added to the building's basis. The land is one asset and the building is a separate one, you cannot mix them. Only construction costs incurred when building the building (I don't know how else to say it) can be considered as accumulated expenditures for interest capitalization. The same applies to land improvements, they cannot be included in the construction's accumulated expenditures, they are separate assets.

interest expense on notes payable = $660,151 x 8% = $52,812

basis of equipment, furniture and fixtures (depreciable assets):

  • equipment = ($522 / $870) x $770,000 = $462,000
  • furniture and fixtures = ($348 / $870) x $770,000 = $308,000

parking lots and landscaping (depreciable land improvements):

  • $370,000

total building construction expense during 2021:

  • May 1 : $3,750,000
  • July 30:  $2,350.000
  • September 1:  $1,920,000
  • October 1 : $2,820.000
  • total = $10,840,000

weighted construction expenditures 2021:

  • May 1 : $3,750,000  x 8/12 = $2,500,000
  • July 30:  $2,350.000  x 6/12 = $1,175,000
  • September 1:  $1,920,000  x 4/12 = $640,000
  • October 1 : $2,820.000 x 3/12 = $705,000
  • total = $5,020,000

capitalized interests = $5,020,000 x 8% = $401,600

basis of building:

  • total construction expenses = $10,840,000
  • capitalized interests = $401,600
  • total = $11,241,600

interest expense on other notes payable = ($6,100,000 x 8% x 8/12) + ($6,950,000 x 8%) - $401,600 = $479,733.33 ≈ $479,733

     

6 0
2 years ago
Brief Exercise 6-02 Tamarisk, Inc. took a physical inventory on December 31 and determined that goods costing $190,000 were on h
Rudiy27

Answer:

The amount should Tamarisk report as its December 31 inventory is $252,000

Explanation:

The computation of the ending inventory is shown below:

= Stock on hand + goods purchased from Sheffield Corp + goods sold to Wild horse Co.

= $190,000 + $29,000 + $33,000

= $252,000

We considered all the amounts which are given in the question i.e FOB destination and FOB shipping point which is added to the physical inventory on hand.

4 0
2 years ago
In​ 2011, the fixed costs of a company were​ $500,000, and its variable costs equaled​ $150,000. In​ 2010, the company made an a
Elina [12.6K]

Answer:

$650,000

Explanation:

The total cost of a company may be grouped into fixed and variable cost. The fixed cost remains constant at a given range of activity levels while the variable cost increases proportionately as the level of activities.

The total variable cost is the product of the unit variable cost and the number of units produced.

Hence, total cost in 2011

= $500,000 + $150,000

= $650,000

4 0
2 years ago
High flyer, inc., wishes to maintain a growth rate of 16 percent per year and a debt-equity ratio of 0.90. the profit margin is
Xelga [282]

Answer: The dividend payout ratio is 46.19%.

We follow these steps in order to arrive at the answer:

We begin with the DuPont identity of RoE.

<u>DuPont Identity:</u>

RoE = Net Profit Margin * Asset Turnover Ratio * Equity Multiplier

Now,  

Equity Multiplier = \frac{1}{Debt Ratio}

And Debt Ratio is also expressed as:

Debt Ratio = \frac{D/E}{1+D/E}

where D/E represents the Debt-Equity Ratio.

Substituting the value of D/E ratio from the question in the debt ratio formula above we get,

Debt Ratio = \frac{0.9}{1+0.9}

Debt Ratio = \frac{0.9}{1.9}----(1)

Substituting (1) in the equity multiplier formula above we get,

Equity Multiplier = \frac{1}{\frac{0.9}{1.9}}

Equity Multiplier = \frac{1.9}{0.9}

Substituting Equity Multiplier from above and the relevant numbers from the question in the DuPont identity we get,

RoE = 0.048 * 1.08 * \frac{1.9}{0.9}

RoE = 0.10944

The relationship between RoE and earnings growth rate g is given by the following formula:

RoE = \frac{g}{(1-p)}, where p is the dividend payout ratio.

Plugging in the values in the formula above we get,

0.10944 = \frac{0.16}{(1-p)}

1-p = \frac{0.16}{0.10944}

1-p = 1.461988304

p = 0.461988304 or 46.19%

3 0
2 years ago
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