Answer:
The opportunity cost for a year will be $240,000.
Explanation:
The opportunity cost of any decision is the second-best alternative that is given up or sacrificed.
Here, the manager has a farm of 100 acres of land.
If he sells it to a developer for $40,000 per acre, he will get $4,000,000 for the whole land.
He can invest this amount and get an interest of 6% per year.
The opportunity cost of keeping the farm to the manager himself will be
= 6% of $4,000,000
= 
= $240,000
Answer:
D.) $75,000
Explanation:
Amount of revenue recognized = Cost incurred to date / Estimated total cost * Contract price
Cost incurred to date=60,000
Estimated total cost=400,000
Contract price=500,000
Amount of revenue recognized= 60,000/400,000 * 500,000
=0-15 * 500,000
=$75,000
Amount of revenue recognized in year 1 is $75,000
Answer:
selling price of this car is $22700
Explanation:
given data
zero interest = 72 months
monthly payment = $350
market interest rate = 3.5% per year = 0.2917 % per month
time = 6 year = 72 months
solution
we get here present value of annuity that is
present value annuity = ( 0.2917 % per month , 72 months )
present value annuity = 64.8568
so here selling price of car is
selling price = monthly payment × present value annuity ............1
selling price = $350 × 64.8568
selling price = $22700
so selling price of this car is $22700
Answer: 9.20
Explanation:
In finance there is a rule for calculating this called 'The Rule of 70'.
With The Rule of 70, you are able to calculate the amount of time it will take an investment to double if you divide 70 by the growth rate of the investment.
In this scenario, the investment is your salary and the growth rate is 7.61% pee year.
The amount of time it will take to double is therefore,
= 70 / 7.61
= 9.19842312746
= 9.20 years.
It will take 9.20 years to double.
Answer:
8.60%
Explanation:
We use the MM proposition II with taxes
ra 0.125
D 5000
E 9600 (14,600 assets = 5,000 liab + equity)
rd ??
taxes 0.34
re 0.1384
We set p the formula and solve:
rd = 0.860181818 = 8.60%
