Answer:
Total variable cost= 90,000
Total fixed costs= 8,000
Total costs= $98,000
Explanation:
Giving the following information:
Production of 15,000 units:
Fixed costs= $8,000
Total variable cost= $75,000
We have no reason to believe that the fixed costs will change. If 18,000 units remain in the relevant range, the fixed costs are constant.
<u>We need to calculate the unitary variable cost:</u>
Unitary variable cost= 75,000/15,000= $5
Now, for 18,000 units:
Total variable cost= 5*18,000= 90,000
Total fixed costs= 8,000
Total costs= $98,000
Answer:
Explanation:
1. What is the partial effect of expendA on voteA?
ΔvoteAΔexpendA=β2+β4expendB→0.0382809+−6.63e−6expendB
2. Is the expected sign for b4 obvious?
Yes because the expendB alone is a negative and expendA is a positive leaving B4 to be a negative number .
Answer:
The correct option is c. $8.
Explanation:
Ken will maximize utility where the following equation holds:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips ................. (1)
Where;
MU of Sprite = Marginal utility of Sprite = 3
Price of Sprite = $1 per can
From the table in the question, equation (1) holds at the point where Marginal utility of potato chips is 6 since the Potato chips cost $2 per bag.
Substituting the values into equation (1), we have:
MU of Sprite / Price of Sprite = MU of potato chips / Price of potato chips => 3 / 1 = 6 / 2 = 3
Since when the marginal utility of potato chips that maximizes utility is 6, Ken consumes 4 Bags of Potato chips monthly and pays $2 per bag at this point, the amount he spends on potato chips each month can be calculated as follows:
Amount spent on potato monthly = Number of bags of Potato chips consumed monthly * Cost of potato chips per bag = 4 * $2 = $8
Therefore, the correct option is c. $8.
Answer: $4,800
Explanation:
First find the Annual holding cost:
= Average inventory * Cost of holding a unit
= 500/2 * 1 * 12 months
= $3,000
Then find the Annual ordering cost:
= Expected units to be sold/ Units ordered * Ordering cost
= 9,000/500 * 100
= $1,800
Annual Inventory cost = Annual holding cost + Annual ordering cost
= 3,000 + 1,800
= $4,800