The correct answer among all the other choices is "Contact your lender." If you are falling behind on your student loan payments, this is the step you should take to avoid default. Thank you for posting your question. I hope this answer helped you. Let me know if you need more help.
not being rude but how many question do you have how do you do that
i know the answer though
Answer:
1. $70
2. $106.42
Explanation:
(1) Variable manufacturing cost per unit:
= Direct labor + Direct material + Variable overhead
= $10 + $34 + $26
= $70
(2) Full cost per unit:
= Direct labor + Direct material + Variable overhead + Variable selling cost + (Fixed ÷ 1,200)
= $10 + $34 + $26 + $5 + [(19,500 + 18,200) ÷ 1,200)]
= $75 + $31.42
= $106.42
Answer and Explanation:
Protectionist policies followed by the government will lead to lack of competition for domestic firms in the market. When there is lack of competition for domestic firms in the market, this will make the firms inefficient in the long run in the country which has imposed protectionist policies. When the firms become inefficient, there will be less job creation in the jobs market and demand for labor will also reduce because of fall in profits of the firm. When profits fall, the firms will not be interested in providing safe working conditions to its employees because it will increase their cost of production reducing profits further. Thus, protectionist policies can lead to fewer jobs, lower wages or poor working conditions for the firm.
Answer:
A. The crossover point in units is 9000 units
B. Alternate B or Proposal B should be chosen
Explanation:
a.
Let x be the number of units.
The profit equation for option 1 can be written as (20-11)x - 62000
The profit equation for option 2 can be written as (20-14)x - 35000
The crossover point is where both optons yield equal profit thus equation 1 = equation 2.
(20-11)x - 62000 = (20-14)x - 35000
9x - 62000 = 6x - 35000
9x - 6x = 62000 - 35000
3x = 27000
x = 27000 / 3
x = 9000 units
b.
At 8300units,
Profit from proposal A is = 9(8300) - 62000 = 12700
Profit from proposal B is = 6(8300) - 35000 = 14800
Thus option B is more profitable at this unit.
