Answer:
1) It is a price floor which is binding as employeer cannot hire teenagers willing to work below 24 dollars per hour
2) it is a price celling and is biding as the current equilibrium price is 3.00 There will be shortage as demand will icnrease for the lower price but supply decrease as it is not as profitable
3) it is a price floor which is also binding as the equilibrium is at 3 dollars the supplier will have to increase price and sales volume will be lower as demand will drop
Explanation:
The net present value of the proposed project is closest to -$80,822.
Since the project saves $80,000 in costs each year, we treat these savings income for the next 4 years. We then calculate the Present value Interest Factor of an annuity using the formula :
PVIF of an annuity = { [ 1 - [ (1+r)⁻ⁿ ] } ÷ r
PVIF of an annuity = { [ 1 - [ (1.09)⁻⁴ ] } ÷ 0.09
PVIF of an annuity = 3.240 (rounded to three decimals)
PV of the cost savings = (3.240*80000) = $2,59,178 (rounded to nearest $)
NPV = PV of cost savings - Value of investment
NPV = 2,59,178
- 3,40,000
Answer:
The Dollar sales break even for the company is $568750, for the north region is $320000 and for the south region is $80000.
Explanation:
1. for the company:
cont margin ration = contribution/sale
= 240000/750000
= 0.32
fixed cost = 182000
dollar sales break even = fixed cost/cont margin ratio
= 182000/0.32
= $568750
2. for the north region:
cont margin ration = contribution/sale
= 120000/600000
= 0.20
fixed cost = 64000
dollar sales break even = fixed cost/cont margin ratio
= 64000/0.20
= $320000
3. for the south region:
cont margin ration = contribution/sale
= 120000/150000
= 0.80
fixed cost = 64000
dollar sales break even = fixed cost/cont margin ratio
= 64000/0.80
= $80000
Therefore, The Dollar sales break even for the company is $568750, for the north region is $320000 and for the south region is $80000.
Answer: $12477.27
Explanation:
The formula to find the compound amount after t years (compounded semiannually) :-

Given : Principal amount : P = $ 8,000
Rate of interest : 
Time : 9 years
Now, 

The final amount in the account will be $12477.27