Answer:
$351,912.61
Explanation:
Data provided in the question:
function that models the rise in the cost of a product

C = $285,700
t = 14 years
r = 1.5% = 0.015
Now,
On substituting the respective values in the given function, we get
inflation-adjusted cost in 14 years i.e C(14) = $285,700(1 + 0.015)¹⁴
or
C(14) = $285,700 × 1.2317
or
C(14) = $351,912.61
Answer:
equation will be 2x+5
Explanation:
We have given the cost of shipping box = $5
Flat packing fee = $5
As given, the cost of shipping a box is based on its weight in pounds so it is variable
And a flat rate of $5 for packing. This means $5 is common for each parcel that will be sent. Only the weight will vary.
So the equation will be 2x+5
Answer:
$4,600
Explanation:
Data provided in the question:
Purchasing cost of the van = $20,000
Adjusted basis = $5,800
Worth of the van at the time of accident = $6,000
Insurance reimbursement = $1,200
Now,
The amount of Riley's casualty loss deduction will be
= Adjusted basis - insurance reimbursement
or
Amount of Riley's casualty loss deduction = $5,800 - $1,200
or
Amount of Riley's casualty loss deduction = $4,600
Answer:
BEP 378,000
Explanation:



60 - 24 = 36 contribution margin
every units contribution $36 dollars
36 / 60 = 0.6 CM ratio
each dollar of sale generate 60 cents of contribution
226,800 fixed cost / 0.6 CMR = 378,000 BEP in dollars
Answer:
True (Dead-weight loss )
Explanation:
When the market is not allowed to adjust towards the equilibrium the economics efficiency is lost. When the supply is excessive compared to demand some part of supply remains intact, which means that small of amount of supply does not contribute to economics and allocation efficiency and considered as a dead-weight loss. The supply is forgone because the market is not allowed to stabilise.