Answer:
40,000 kits
Explanation:
The computation is shown below:
Number of kits required to be sold to meet the goal = Total Contribution Margin Required ÷ Contribution Margin per Unit
where,
Total contribution margin required is
= Total fixed cost + operating income
= $250,000 + $90,000
= $340,000
And, the
Contribution Margin per Unit = Selling Price per Unit - Variable Cost per unit
= $11.50 - $3
= $8.50
So, the number of kits required is
= $340,000 ÷ $8.50
= 40,000 kits
Answer:
The marginal cost of producing the 25th speedboat is 18,575.
Explanation:
Note that the given Leisure Enterprise’s total cost (TC) of producing speedboats is correctly stated as follows:
TC = 10Q^3 - 4Q^2 + 25^Q + 500 …….………….. (1)
Where Q represents the quantity of speedboats produced.
To obtain the marginal cost (MC) of producing speedboats, equation (1) is differentiated with respect to Q as follows:
MC = dTC/dQ = 30Q^2 - 8Q + 25 ………………… (2)
Finding the marginal cost (MC) of producing the 25th speedboat implies that Q = 25.
Substituting Q = 25 into equation (2), we have:
MC = (30 * 25^2) - (8 * 25) + 25 = 18,575
Therefore, the marginal cost of producing the 25th speedboat is 18,575.
Answer:
First find the Average fixed cost per papper.
That is,
1. Fixed cost is -
, If sales fall by 20%
Then,
So AFC per papper rises from $1.95 to 2.437
2. The MC will be changes from this 20 % fall is
then
So the marginal cost are changes $1.95 to $2.88
3. Before the changes in cost
So the changes is
The amount changes from $2.40 to $2.88 per paper
Explanation:
There are a lot of ways that you can do to determine if an email address is a valid one or a fake one. You can either send a message to the email address, search it on the internet, or check it on some email verification websites. However, one of the best ways that you can do is that you should check the location of the email address. By doing this method, you will be able to determine where it came from which will prove that it is a valid email address.
