Answer:
$3,716,050
Explanation:
FV = PV × (1 + i)∧n
Present Value (PV) 3250000
Interest Rate (i) 0.015
Number of years (n) 9
(1 + 0.015) ∧ 9
3,250,000 x 1.1434
=$3,716,050
Answer:
<u>Annual rate of return which will be earned from today is 5.89%</u>
Explanation:
FV = PV (1+r)^n
r is int Rate per anum abd n is balance period
10000 = 6700 ( 1 + r)^n
10000 = 6700 ( 1 + r)^7
( 1 + r)^7 = 10000 / 6700
= 1.4925
1+r = 1.4925^(1/7)
= 1.0589
r = 1.0589- 1
= 0.0589 i.e 5.89%
For a bond issue which sells for less than its face amount, the market rate of interest is higher than the rate stated on the bond.
Bonds can be sold for more and less than their par values because their interest rates change depending upon the market conditions. Like most fixed-income securities, bonds are highly correlated to interest rates. Thus, when interest rates go up, a bond's market price will fall and vice versa.
The actual market value of a bond may not be reliably as indicated by its face value because there are many other influencing forces at play, such as supply and demand in the market.
Hence, when the price of a bond goes above its face value, it is said to be a premium bond, and when the price is below its face value, it is known as a discount bond.
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Answer:
increase of VAT is bad
Explanation:
In particular, raising VAT will have a negative effect on productivity growth. Increasing its rate reduces the economic incentives to trade and therefore hampers the division of labour and the associated productivity gains from increased specialisation, economies of scale and so on.
Answer:
The quoted price of the bond is $1,748.41
Explanation:
The quoted price of the bond can be computed using the pv formula in excel which is given below:
=-pv(rate,nper,pmt,fv)
The rate is semiannual yield to maturity since the bond pay interest semiannually,which is 6.9%/2=3.45%
nper is the number of coupon interests the bond would pay over its entire bond life which is 24 years multiplied 2 i.e 48
pmt is the coupon interest payable semiannually which is $2000*5.82%/2=$58.20
The fv is the face value of the bond at $2000
=-pv(3.45%,48,58.20,2000)=$ 1,748.41
The bond quoted price is currently $ 1,748.41
