Answer:
If compounded weekly =
No of weeks in a year=52
N= 52
EAR= (1+I/N)^N -1
=(1+0.12/52)^52 -1
=0.127=12.7% EAR
If compounded semiannually
N= 2
EAR= (1+0.13/2)^2 -1
=13.42%
It is better to borrow at 12% compounded weekly as the EAR is lower than 13% compounded semi annually.
Explanation:
Answer:
W = $27.34
Explanation:
Given data:
Percentage Decline in average income is = 2%
CPI in 1990 1.30
CPI in 2000 is 1.69
Average nominal wage is 2000 is $35
Inflation rate is given as
Inflation rate = % Change in CPI
= (1.69 / 1.3) - 1
= 1.3 - 1 = 0.3 = 30%
Real wage = Nominal wage / Price level, hence
Percentage change in real wage = % Change in (nominal wage - inflation rate)
-2% = % Change in nominal wage - 30%
% Change in nominal wage = 28%
let nominal wage in 1990 is w
W\times 1.28% = $35
solving for W = $27.34
Answer: Private good
Explanation:
According to the given scenario, the Pennsylvania Turnpike is classified the private type of good on the basis of given situation as private good is one of the type of goods that must be purchased by the customers due to its positive advantages or benefits.
The private goods are consumed by the customer in maximum amount in the market as it is one of the essential type of good as it is Rivalry and excludability.
The following are some example of the private goods are as follows:
- Food
- Clothes
- Fresh air
- Knowledge
Therefore, Private good is the correct answer.
Answer:
$1510.28
Explanation:
The monthly on the purchase of new sports car can be computed using the pmt excel function as shown below:
=pmt(rate,nper,-pv,fv)
rate is APR of 7.15% expressed in monthly terms i.e 7.15%/12
nper is the number of months that payments would last i.e 60 months
pv is the cost of the new sports car i.e $76000
fv is the balance owed after the 60th payment i.e $0
=pmt(7.15%/12,60,-76000,0)=$1510.28
Answer:
The correct answer is letter "B":You have to earn below a certain amount to make contributions .
Explanation:
A Roth Individual Retirement Account (IRA) is the type of retirement account where contributions grow tax-free and allows individuals to withdraw funds under certain conditions. <em>People are eligible to open a Roth IRA as long as their income is less than $139,000 for singles and $206,000 for married couples- </em>information that applies for the year 2020.