Answer:
It is convenient to make the changes.
Explanation:
Giving the following information:
Selling price= $57.60 per unit.
Direct materials= $22
Direct labor= $24
Variable overhead= $11.00
Fixed overhead= $11.00.
New costs:
Direct material cost= 22*1.2= $26.4
Direct labor cost= 24*1.2= $28.8
<u>I suppose that the selling price will increase by $40.</u>
To determine whether the changes increase profit or not, we need to calculate the unitary contribution margin per unit for both options:
Contribution margin= selling price - unitary variable cost
Actual Contribution margin:
Contribution margin= 57.6 - (22 - 24 - 11)= 0.6
New contribution margin:
Contribution margin= 97.60 - (26.4 - 28.8 - 11)= $31.4
Answer:
$1,83,000
Explanation:
Sales = 4,535,000
Cost of goods sold = $2,560,000
Operating expenses = $1,382,000
Average total assets = $4,110,000
Net Income = Sales - Cost of goods sold - Operating expenses
= $4,535,000 - $2,560,000 - $1,382,000
= $5,93,000
Target income = 10% of Average total assets
= 0.10 × $4,110,000
= $410,000
Thus,
Residual income = Net income - Target income
= $5,93,000 - $410,000
= $1,83,000
They used <span> Independent record labels to their advantage.</span>
<span>perhaps u want the formula for the percentage of markup, giving the cost and selling price.
..(selling price) = (cost) + (Markup)
..(selling price) - (cost) = (markup)
so,
..(markup)/(selling price)*100% = ((selling price) - (cost))/(selling price) * 100%
.. =(1 -(cost)/(selling price))*100%
</span>
Answer:
Infinity
Explanation:
In the case when the tea and scones are considered to be the perfect complements also you give preference one cup of tea over the one scone
Plus the indifferent curve with tea should be plotted on the vertical axis
So in the case when there is 2 cups of tea with one scone so at this point, the MRS should be at infinity as the indifference curve should be in downward sloping because we presume that there is preferences done at monotonicity
