<span>Lower price increases the real incomes of buyers, enabling them to purchase more.</span>
Answer:
differential revenue = $7
so correct option is a.$7
Explanation:
given data
Product A costs = $6
contribution margin = $3
Product B costs = $12
contribution margin = $4
to find out
the differential revenue for this decision
solution
we get here the differential revenue for this decision that is express
so first we get here selling price for both product that is
selling price product A = Product A costs + contribution margin
selling price product A = $6 + $3 = $9
and
selling price product B = $12 + $4 = $16
so now we get differential revenue that is
differential revenue = selling price product B - selling price product A
differential revenue = $16 - $9
differential revenue = $7
so correct option is a.$7
Answer:
There are 4 conditions that make a market to be perfectly competitive:
- There must be a large number of buyers and sellers, and each one must be relatively small.
- All the sellers produce identical products or services.
- There are no barriers for entry or exit.
- All the buyers and sellers are price takers, no one can set the price at their own will.
Answer:
Angela has not worked for her employer long enough to demand leave.
Explanation:
Since angela is approx nine month pregnant and she worked on a full time basis for the last eight month also she wants to take the off for the nine weeks so as per the family medical leave act, the problem that could be seen is that she is not worked for her also the employer is sufficient for demanding the leave
Therefore the above statement should be correct
Answer:
R1. $47,000
R2. $1.04 per liter
Explanation:
Given that,
Wages of workers operating the filtration equipment = $21,950
Manufacturing overhead allocated to filtration = $25,050
Water = $ 150,000
R1. February Conversion costs in the filtration department:
= Direct labor costs + Manufacturing overhead
= $21,950 + $25,050
= $47,000
R2. Filtration cost per liter:
= Total cost incurred ÷ Total units processed
= ($21,950 + $25,050 + $ 150,000) ÷ 190,000
= $197,000 ÷ 190,000
= $1.036 or $1.04 per liter