Answer:
Explanation:
a. Total cost=4800+30*2*x=4800+60x
The cost for the conference room, instructor compensation, lab assistants, and promotion is $4800
Computer rental - $30 per day
Length of seminar - 2 days
X - number of students
b. total profit = revenue-costs incurred = 300x-(4800+60x)=240x-4800
Projected fee - $300 per student
c. If 30 students enrolled
profit=240*30-4800=7200-4800=2400
d. 240x-4800=0
x=4800/240=20
break-even point is 20, it is point at with profit will equal zero
Answer:
e. A, 6,000; B, 6,000.
Explanation:
At the beginning of the process Materials A are added. Therefore it won't matter if the process is 80% or less/more is complete, the materials A have already been added and would be equivalent to the ending work-in-process inventory i.e. 6,000 units.
Materials B are added when the units are 75% complete. Since the ending work-in-process are 80% complete, then this means that the Materials B equivalent to 6,000 units have already been added to the ending inventory.
Hence, both materials A and B have been added to the ending work-in-process inventory for 6,000 units. Therefore, option E is correct.
Answer: 130 days
Explanation:
The Cash Conversion Cycle is a measure that attempts to show how many days on average it takes a company to convert resources into cash.
It is calculated with the following formula,
= Days of Inventory Outstanding + Days of Sales Outstanding - Days of Payables Outstanding
Where,
Days of Inventory Outstanding is the amount of days it takes to convert inventory to sales
Days of Sales Outstanding is the amount of time it takes debtors to pay the company for goods they bought and,
Days of Payables Outstanding is the time it took the company to pay for the goods it bought
Plugging in the figures we have,
= 100 + 60 - 30
= 130 days
The firm's cash conversion cycle is 130 days.
Odd consecutive integers are odd integers that follow each other. They have a difference of 2 between every two numbers. If n is an odd integer, then n, n+2, n+4 and n+6 will be odd consecutive integers. the first number in the pattern is always the variable on its own or in this case, "n". Examples.