Answer:A. LN, JQ, RQ
Explanation:
To know the current profitability, we need to determine the contribution margin unit by the minutes on the constraints .
a) For LN
Contribution by unit = Selling price per unit- Variable cost per unit
$ 161.88 -$116.12 = $45.76
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $45.76/ 2.60 = 17.60
B) For JQ
Contribution by unit = Selling price per unit- Variable cost per unit
$ 350.41 -$279.11 = $71.3
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $71.3/ 4.60 = 15.50
c) For RQ
Contribution by unit = Selling price per unit- Variable cost per unit
$ 446.71 -$338.71 = $108
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $108/ 7.50 = 14.40
In order of their current profitability from most profitable to least profitable, We have LN with 17.60, next JQ with 15.50 and the least RQ with 14.40
Answer:
4.27 days
Explanation:
Initial taste quality = 1
Quality of tastiness declines using this function
Q(t) = 0.85^t ( t in days )
<u>Determine when the taste quality will be 1/2 of original value</u>
i.e. when Q(t) = 1/2
1/2 = 0.85^t
= In ( 2 ) = - t ( In 0.85 )
∴ t = - In (2) / In (0.85)
= 4.265 days ≈ 4.27 days
Answer:
$191,500
Explanation:
If the item is not dropped:
Loss = Sales - Variable expenses - Fixed manufacturing expenses - Fixed selling and administrative expenses
= $923,000 - $405,500 - $337,000 - $244,000
= (63,500) loss
Fixed mfg. expenses remaining:
= Fixed manufacturing expenses - Avoidable Fixed manufacturing expenses
= $337,000 - $207,500
= $129,500
Fixed selling and administrative expenses remaining:
= Fixed selling and administrative expenses - Avoidable Fixed selling and administrative expenses
= $244,000 - $118,500
= $125,500
Loss in expenses remaining if item is dropped
:
= Fixed mfg. expenses remaining + Fixed selling and administrative expenses remaining
= $129,500 + $125,500
= ($255,000)
Overall net operating income would decrease by:
= Loss in expenses remaining if item is dropped - Loss in expenses if item is not dropped
= $255,000 - $63,500
= $191,500
Answer:
Net income = $169.2
Growth in dividend = 76.25%
Explanation:
The projected figures are as below:
Sales = $700 x (1 + 15%) = $805 <em>(15% increase in sales)</em>
Operating costs including depreciation = $805 x 60% = $483 <em>(60% of sales)</em>
Interest expense = 40 <em>(remain constant)</em>
EBIT = Sales - Operating costs including depreciation = $805 - $483 = $322
EBT = EBIT - Interest expense = $322 - $40 = $282
Net income = EBT x (1 - Tax rate) = $282 x (1 - 40$) = $169.2
Dividend = Net income x Dividend payout ratio = $169.2 x (32/96) = $56.4
Growth in dividend = $56.4/$32 = 76.25%
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Answer:
$16250
Explanation:
For every 200 hours of needed work, $2500 must be paid. We divide the amount of hours needed for 200 to obtain the amount of times that $2500 are paid. Multiplying this number by $2500 we obtain the total expense gor salaried employees.
