Answer:
It must sell 1,375 patterns each month in order to attain maximum profit, and that maximum profit is $3,181.25
Explanation:
In order to find the number of patterns that will translate into the maximum profit for the compamy, first we have to consider that the equation given is actually a parabola, and its vertex, when we draw it (Y equals profit and X equals units) proposes the maximum profit possible (if the formula continues to describe the company´s profit).
With that in mind, the general equation of a parabola is as follows.
in our case
a= - 0.002
b= 5.5
c= -600
And the formula, to find the quantity that will provide the maximum profit (x coordinate of the parabola) is as follows.
Therefore
Now, if we want to find what is going to be this maximum profit in terms of dollars, we just have to substitute x for 1,375 in the equation given, that is.
Best of luck.
Answer:
Production worker,Hand packer,Operating Workers.
Explanation:
Don't have 1 its just fax
Answer:
A. Consider all indirect manufacturing costs
B. Consider all manufacturing costs
C. Consider non manufacturing costs
Explanation:
A) Manufacturing overhead.
Consider all indirect manufacturing costs
B) Product costs.
Consider all manufacturing costs
C) Period costs.
Consider non manufacturing costs
Answer:
Negative cash balance of $210,000.
Explanation:
Given that,
cost of equipment = $200,000
Inventory purchased = $12,500
Cash balance = $2,000
Accounts payable = $4,500
Net cash flow at time zero:
= (cost of equipment) + (Increase in working capital)
= ($200,000) + (Inventory purchased + cash balance - Accounts payable)
= ($200,000) + ($12,500 + $2,000 - $4,500)
= ($200,000) + ($10,000)
= ($210,000)
Note: Negative values are in the parenthesis.
Solution:
Service cost (from pension expense column) = $89 = ($89) in the PBO column
Interest cost (from pension expense column) = $32 = ($32) in the PBO column
Loss on PBO (given) = ($34)
Retiree benefits (from plan assets column) = ($61) = $61 in the PBO column
Ending PBO = ($670) + (89) + (32) + (34) + 61 = ($886)
Net pension liability = ($886) + 331 = ($555)
Net pension asset of $555.00 was the balance of the net pension asset/liability reported in the balance sheet at the end of the previous year