Answer:
The main difference is that quotas restrict quantity while tariff works through prices. Thus, quota is a quantitative limit through imports. ... 5.3) amount is imposed then price would rise to Pt because the total supply (domestic output plus imports) equals total demand at that price.
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Answer:
$5.97
Explanation:
In order to determine the capital gain of the bond in a year's time,it is first first of all important to calculate the yield to maturity on the bond which is arrived at by applying the rate formula in excel as follows:
=rate(nper,pmt,-pv,fv)
nper is the number of coupon interest the bond would pay over its entire life of 15 years which is 15
pmt is the annual interest,7.9%*$1000=$79
pv is the current market price of the bond which is $790
fv is the value of $1000
=rate(15,79,-790,1000)=10.79%
Afterwards,the price of the bond in one year' time can then be calculated:
=-pv(rate,nper,pmt,fv)
The variables in the formula are as above except for nper which would reduce by 1 in a year's time
=-pv(10.79%,14,79,1000)
pv=$ 795.97
Hence the capital gain=price now-price one year ago/price one year ago
price now is $795.97
price one year ago was $790
Capital gain=$795.97-$790=$5.97
Capital gain %= ($795.97-$790)/$790=0.76%
Balance sheet.
The balance sheet shows assets, liabilities, and stockholder's equity. Buying the van on credit would be a liability.
Answer:The cost of capital that will make both investments equal is 17.045%
Explanation:
Investment A
$1.5 million will be received in perpetuity we can there use perpetuity formula to Value investment A.
Value of Investment A = 1500 000/r
Investment B
$1.2 Million will be received in Investment B with a growth rate of 3% will then use Gordon's growth rate model to value investment B.
Value of investment B = (1200 000 x (1+0.03))/(r - 0.03)
Value of investment B = 1236000/(r - 0.03)
1500 000/r = 1236000/(r - 0.03)
1236000(r) = 1500000(r - 0.03)
(r - 0.03) = 1236000( r)/1500000
r - 0.03 = 0.824r
r - 0.824r = 0.03 = 0.176r = 0.03
r = 0.03/0.176 = 0.170454545
R = 17.045%
The cost of capital that will make both investments to be equal is 17.045%
