Answer:
This question is incomplete, the options are missing and the word "and" between the gaps is wrong and should not be there.
The options are the following:
a) Marginal revenue
b) Average revenue
c) Variable cost
d) Fixed cost
And the correct answer is the option A: Marginal revenue.
Explanation:
To begin with, in the microeconomics theory the marginal analysis is very well known for being one of the reasons why the price is determined in the markets under the laws of economic sciences. Moreover, this marginal analysis focus on the interaction between all the curves that represents the costs and revenues that are related to the consumer of a good or service in a particular market. In the graphic, the point where the marginal cost curve equals the marginal revenue curve is where the profit maximizing quantity demanded and the price are the same and therefore those are the equilibrium numbers.
Answer:
All results should have a well-defined and habitual interference plan.
Answer:
Try try but don't cry I think we don't lose our hopes
Answer:
See explanation
Explanation:
We first calculate weighted avg total break even point.
The formula or this is,
Total Break even = Total fixed costs / Weighted avg contribution
Weighted avg contribution = (Contribution of A12 * Weight of A12) + (Contribution of B22 * Weight of B22) + (Contribution of C124 * Weight of C124)
Contribution/ Product =
A12 = 61 - 43 = $18
B22 = 108 - 78 = $30
C124 = 413 - 316 = $97
Thus,
Weighted avg Contribution = (18*0.56) + (30*0.27) + (97*0.17) = $34.67
Total Break even = 249624/ 34.67 = 10085 units in total
Simply multiply total break even units with each products weight to calculate qty for each product to b produced.
A12 = 10085*0.56 = 5647.6 units
B22 = 10085*0.27 = 2722.94 units
C124 = 10085*0.17 = 1714.45 units
as per the sales mix.
We can also calculate how many units of each individual product are required for break even as,
A12 = 249624/18 = 13868 units
B22 = 249624/30 = 8320.8 units
C124 = 249624/97 = 2573.44 units
Hope that helps.
Solution:
3,100 / 5 = 620 per day
So the wages outstanding we need to pay still are the 3 days left in the year (the work was done so we must match the revenues and expenses)
Wages Expense = 620 * 3 = 1,860
Wages Payable......1,860
(620 * 3) to accrue wages that have not yet been paid
