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Svet_ta [14]
3 years ago
11

Dalton Industries makes all purchases on account, subject to the following payment pattern: Paid in the month of purchase: 25% P

aid in the first month following purchase: 55% Paid in the second month following purchase: 20% If purchases for January, February, and March were $210,000, $190,000, and $240,000, respectively, what were the firm's budgeted payments in March?
Business
1 answer:
sladkih [1.3K]3 years ago
5 0

Answer:

The firm's budgeted payments in March is $206,500

Explanation:

The purchase pattern is categorized into three percentage  : 25%, 55% , and 20%

Here, following month is considered to be a month which is before than actual month.

The firm's budgeted payments in March is computed below:

= 25% of march month + 55% of February month + 20% of January month

= 25% × $240,000 + 55% × $190,000 + 20% × $210,000

= $60,000 + $104,500 + $42,000

= $206,500

Thus, the firm's budgeted payments in March is $206,500

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On August 5, 2021, Blossom Furniture shipped 50 dining sets on consignment to Furniture Outlet, Inc. The cost of each dining set
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$15,960

Explanation:

The total profit on units sold for the consignor:

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= (40 × $720) - (40 × $220) - [$1,850 × (40/50)] - ($28,800 × 5%) - $470 - $650

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= $15,960

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3 years ago
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Answer:

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Explanation:

6 0
3 years ago
Sheridan Company includes one coupon in each bag of dog food it sells. In return for eight coupons, customers receive a leash. T
Gnesinka [82]

Answer:

Note: <em>The options attached belongs to another question, so the answer is not included</em>

Premium liability at December 31, 2020 = ((510,000*60%) - $130,000) /  8*3

Premium liability at December 31, 2020 = 176,000 / 24

Premium liability at December 31, 2020 = 7,333.33

Premium liability at December 31, 2021 = 7333.33 + ((600000*60%) - 150000) / 8*3

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Premium liability at December 31, 2021 = 217,333.33

4 0
2 years ago
Beatrice Markets is expecting a period of intense growth and has decided to retain more of its earnings to help finance that gro
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Answer: $16.69

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Using the Dividend growth model, the value is:

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Terminal value = Dividend after 2 years / (required return - growth)

= 2.50/ (14.5% + 0%)

= $17.24

Dividend 1 = 3.60 * ( 1 -30%)                                Dividend 2 = 2.52 * ( 1 -30%)

= $2.52                                                                                     = $1.76

Market value = (2.52 / 1.145) + (1.76 / 1.145²) + (17.24/1.145²)

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3 0
3 years ago
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