Answer:
a. PV = $10,299.02
b. PV = $36,226.63
c. PV = $14,797.46
d. PV = $24,794.88
Explanation:
To solve this question, we use present value formula
PV = C/(1+r)^n
Where PV = Present value of a lump sum
C = Future amount to be discounted
r = Interest rate
n = Number of years
a. PV = C/(1+r)^n
C = $25,500
r = 12%
n = 8
PV = $25,500 /(1+12%)^8
PV = $25,500 /(1+0.12)^8
PV = $25,500 /(1.12)^8
PV = $25,500 /2.475963176
PV = $10,299.02231
PV = $10,299.02
b. PV = C/(1+r)^n
C = $58,000
r = 4%
n = 12
PV = $58,000 /(1+4%)^12
PV = $58,000 /(1+0.04)^12
PV = $58,000 /(1.04)^12
PV = $58,000 /1.601032219
PV = $36,226.62888
PV = $36,226.63
c. PV = C/(1+r)^n
C = $25,000
r = 6%
n = 9
PV = $25,000 /(1+6%)^9
PV = $25,000 /(1+0.06)^9
PV = $25,000 /(1.06)^9
PV = $25,000 /1.689478959
PV = $14,797.46159
PV = $14,797.46
c. PV = C/(1+r)^n
C = $35,000
r = 9%
n = 4
PV = $35,000 /(1+9%)^4
PV = $35,000 /(1+0.09)^4
PV = $35,000 /(1.09)^4
PV = $35,000 /1.41158161
PV = $24,794.88239
PV = $24,794.88
Answer:
<u>A</u>
<u>Explanation</u>:
Remember, in economics the term equilibrium implies that this terms
- price and,
- quantity demanded
<u>are all equal or in a state of stability.</u>
Therefore, the stock in such an equilibrium market would yield it expected returns since there are no external factors such as increase in price that could affect the value.
Answer:
The future value of annual savings is $1,370.30
Explanation:
The amount of annual savings =(Shaan's premium +Anita's premium)*10%
Shann's premium is $790
Anita's premium is $645
Annual savings =($790+$645)*10%
=$143.5
The future value formula is given below:
=-fv(rate,nper,pmt,-pv)
rate is 5% annual interest rate
nper is the 8 years that is the duration of investment
pmt is the annual savings of $143.5
pv is the total amount invested now which is zero
=-fv(5%,8,143.5,0)
fv=$ 1,370.30
