Answer:
$0.215
Explanation:
The computation of the cost per item in Group 1 is shown below:-
Candy amount paid = $3,100
Item received = 7,100
For Group 1
Sale value = Group 1 units × Selling price
= 2,110 × $0.15
= $316.5
For Group 2
Sale value = Group 2 units × Selling price
= 4,720 × $0.35
= $1,652
For Group 3
Sale value = Group 3 units × Selling price
= 270 × $0.71
= $191.7
= Total sale value = $316.5 + $1,652 + $191.7
= $2,160.2
So, Sale percentage for Group 1 = $316.5 ÷ $2,160.2
= 14.65%
Now, the proportion of cost for Group 1
= $3,100 × 14.65%
= 454.15
Cost per unit = Proportion cost ÷ Group 1 units
= $454.15 ÷ 2,110
= $0.215
Answer:
Global Marketing refers to the processes by which goods,services,capital,people,information,and ideas flow across national borders.
Explanation:
We operate in a world called global village,where time and location do not really impact doing businesses anymore, as people from different countries that are far apart, can do business without the need to physically meet, using different channels of communication made possible by advancement in technology.
Organizations,as the need to for businesses to sell its produce to a larger number of customers increases, are constantly considering selling to customers who are based in other countries through global marketing techniques.
I think it depends on how people think of you and how much money you get paid, but I would say being with others. Just because it said you were working as a team. I would not consider "a want" in this situation.
Answer:
$134,300
Explanation:
The computation of total manufacturing overhead is shown below:-
Variable manufacturing overhead = Variable manufacturing overhead cost per unit × Units produced
= $1.60 × 8,000
= $12,800
Total Manufacturing overhead = Variable manufacturing overhead + Fixed manufacturing overhead
= $12,800 + $121,500
= $134,300
So, for computing the total manufacturing overhead we simply applied the above formula.
Answer:A and C
Explanation:
Interest is compounded in savings accounts and me to reduce the amount that I must deposit today and still have my desired $1 million on the day I retire then I should either, invest in a different account paying a higher rate of interest meaning the invested amount will be compounded at a higher rate thus my initial investment amount requirement reduced. Or, since compounded interest is a function of time, if I retire later, that would mean a longer time for my initial investment to compound to $1 million, thus reducing my initial investment amount requirement.
