Answer:
Number of units it can sell and the number of customers it can serve
Explanation:
The ultimate market constraint (limit) on the amount of pricing power that can be exercised by a monopoly firm is the <u>number of units it can sell and the number of customers it can serve.</u>
<u>Generally</u>.
The price-setting ability of a monopolist faces two kinds of constraints:
1. Number of Units: The monopolist's price setting ability is limited by capacity as cannot sell more than a given quantity of its products
2. Number of Customers: The monopolist is additionally unable to serve more than a given number of consumers.
These 2 factors constrains the pricing power of the monopolist
Answer:
$ 13.167 / unit
Explanation:
Data provided:
Beginning material cost = $ 126,000
Number of units in work in progress = 12,000 units
Material cost assigned = $ 32,000
thus,
the total material cost involved = $ 126,000 + $ 32,000 = $ 158,000
Now,
the material cost per equivalent unit = Total material cost involved / number of units
on substituting the values, we have
the material cost per equivalent unit = $ 158,000 / 12,000
or
= $ 13.167 / unit
Answer:
Systematic management
Explanation:
Systematic management is an approach of management which focus on the process of the management instead of the final outcome. The objectives of this approach to the management are:
To establish the particular procedures and processes to be used in the completion of the job task.
So, the systematic management is the one which focus on the internal operations as managers are concerned with the growth brought about through the Industrial Revolution.
Answer:
$441,000
Explanation:
The computation of the cost of merchandise sold is shown below:
Cost of merchandise sold = Opening inventory + net purchase - ending inventory
where,
Opening inventory = $14,500
Net purchase is
= $475,000 - $15,000 - $9,000 + $7,000
= $458,000
And, the ending inventory is $31,500
So, the cost of merchandise sold is
= $14,500 + $458,000 - $31,500
= $441,000
Answer:
245 free throws
Explanation:
x will be number of times Audreys makes a shot, and let y be total number of the shots.
x/y = .875
(x+13)/(y+20) = .860
Let solve for x in equation 1
x = .875y
We will plug the for x in the equation 2
(.875y+13)/(y+20)
= .860
.875y + 13
= .860y + 17.2
.015y = 4.2
y = 280
Audreys has taken 280 shots.
We will Plug that back into the equation 1 in order to find out how many Audreys made.
x/280 = .875
x = 245
Hence :
Audreys made 245 free throws
