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julsineya [31]
3 years ago
5

The Edward City Council approved and adopted the budget for its general fund for the fiscal year beginning on January 1, Year 2.

The budget contained the following amounts:
Estimated revenues $4,900,000
Appropriations 4,780,000

On November 1, Year 1, Edward City levied property taxes of $4,150,000 for the fiscal year beginning January 1, Year 2. It estimated that $25,000 will be uncollectible. Any payment of property taxes received during the discount period receives a 20% discount. During the discount period between the levy (October 15, Year 1) and the date (December 1, Year 1) that the levy became a legally enforceable claim, the city received $120,000 from property owners.

For each date below, select from the list provided the general fund accounts debited and credited for the journal entries for this property tax levy.
To prepare each required journal entry:

a. What is the journal entries for November 1, Year 1, if any?
b.What is the journal entries for November 30, Year 1, if any?
c. What is the journal entries for December 1, Year 1, if any?
d. What is the journal entries for January 1, Year 2, if any?
Business
1 answer:
Gala2k [10]3 years ago
4 0

Answer:

A.No entry is required

B.No entry is required

C.No entry is required

D.No entry is required

Explanation:

The Edward City Council

1. Record the journal entries for November 1, Year 1, if any.

No Entry Required

2. Record the journal entries for November 30, Year 1, if any.

No Entry Required

3. Record the journal entries for December 1, Year 1, if any.

No Entry Required

4. Record the journal entries for January 1, Year 2, if any.

No Entry Required

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4 years ago
Given the following two potential locations to construct an urgent care, use incremental B/C ratio to determine which location,
White raven [17]

Answer:

The incremental benefit cost ratio is less than 1 therefore we must select site 1.

Explanation:

The incremental BCR can be determined using the following formula

\Delta BC_R = \frac{AW_B-AW_D-AW_M}{AW_i}

AW_C=1,000,000(A/P, 8% , 10)

⇒ AW_C= 1,000,000 \times \frac{0.08}{1-1.08^-^1^0}

⇒ AW_2=2,000,000(A/P, 8%, 20)

⇒ AW_2= 2,000,000 \times \frac{0.08}{1-1.08^-^2^0}

⇒AW_C_2 = $203,704.42

Incremental initial investment = 203,704.42 - 149,029.49

= $ 54,674.93

Incremental benefits = 580,000 - 520,000 = 60,000

Incremental O&M = 75,000 - 80,000 = - $ 5000

Incremental Disbenefits = 140,000 - 90,000 =$ 50,000

\Delta BC_R = \frac{60,000-50,000-(-5000)}{54,674.93} \\\\\Delta BC_R=0.2743

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3 0
3 years ago
g Suppose that if GSI drops the price on the Glucoscan 3000 immediately, it can increase sales over the next year by 30% to 130,
Amanda [17]

Complete Question:

Glucose Scan Incorporated (GSI) currently sells its latest glucose monitor, the Glucoscan 3000, to diabetic patients for $129. GSI is considering lowering the sale price to $99 per unit. The cost of goods sold for each Glucoscan unit is $50, and GSI expects to sell 100,000 units over the next year. The marginal corporate tax rate is 40%. Suppose that if GSI drops the price on the Glucoscan 3000 to $99 immediately, it can increase sales over the next year by 30% to 130,000 units.

Also suppose that for each Glucoscan monitor sold, GSI expects additional sales of $100 per year on glucose testing strips and these strips have a gross profit margin of 75%. These strip sales occur on all monitor sales regardless of the price of the monitor. Including the increase in the sale of testing strips, the incremental impact of this price drop on the firms EBIT is closest to:

Answer:

$720,000

Explanation:

Incremental Earnings Before Interest and Tax Analysis  

Details                                         Current price               Reduced price

Units Sold                                        100,000                         130,000

Unit sales price                            <u>       129          </u>                <u>         99        </u>

Sales Revenue                             $12,900,000                 $12,870,000

Cost of Goods sold at $50            <u>5,000,000</u>                  <u>$6,500,000</u>

Gross Profit                                    $7,900,000                  $6,370,000

G. Profit on Strips sold at $75      <u>$7,500,000</u>                  <u>$9,750,000</u>

Total Gross Profit for the year      $15,400,000                $16,120,000

The Net benefit of this price change is increase of Earnings before interest and tax by $720,000.

3 0
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