Answer:
amount recognized gain = $7500
Explanation:
given data
profits = $500,000
basis = $67,500
fair market value = $75,000
interest = 95%
distribution = $90,000
to find out
amount of Shepherd Corporation’s recognized gain or loss
solution
we know that here effect of non liquidating distributions on corporation is gain are recognised on property that is express as
amount recognized = fair market value - Basis .................1
put here value we get
amount recognized = $75,000 - $67,500
amount recognized gain = $7500
Answer: 1/1.8
Explanation:
From the question, we are informed that 1 British pound can be exchanged for 180 cents of U.S. currency. To get the fraction that should be used to compute the indirect quotation of the exchange rate expressed in British pounds, we have to change the 180 cents to dollars first.
Since 100 cents = 1 dollar, 180 cents = 1.8 dollars. Therefore, fraction should be used to compute the indirect quotation of the exchange rate expressed in British pounds will be:
= 1/1.8
Answer:
25.94%
Explanation:
Assume, Face value of bond =$1000
Purchase price of twenty year zero coupon bond = 1000/((1+i)^N)
. Where, yield = 5% =0.05
, N= number of years to maturity =20
==> Purchase Price = 1000/(1.05^20)
Purchase Price = 1000/2.65329770514
Purchase Price = $376.89
Selling Price after one year: 1000/(1+I)^19. Where i=yield=4%=0.04, N=19
Selling Price=1000/(1.04^19)
Selling Price = 1000/2.10684917599
Selling Price = $474.64
Rate of Return = (474.64/376.89) - 1
Rate of Return = 1.25935949481281 - 1
Rate of Return = 0.2594
Rate of Return = 25.94%
Answer:
there is a bigger money pool and became popular
Answer:
The bond equivalent yield to maturity = 8.52%
The effective annual yield to maturity of the bond = 8.71%
Explanation:
Here, we start with calculating the yield to maturity YTM using the financial calculator
To find the YTM, we need to put the following values in the financial calculator:
N = 20*2 = 40;
PV = -950;
PMT = [8%/2]*1000 = 40;
FV = 1000;
Press CPT, then I/Y, which gives us 4.26
So, Periodic Rate = 4.26%
Bond equivalent yield = Periodic Rate * No. of compounding periods in a year
= 4.26% * 2 = 8.52%
effective annual yield rate = [1 + Periodic Rate]^(No. of compounding periods in a year) - 1
= [1 + 0.0426]^2 - 1 = 1.0871 - 1 = 0.0871, or 8.71%