No, there is not any requirement of recording when the fair value of bonds decreases to $6000000 on December 31 of the current year.
Given that Starbucks purchased bonds with $ 7 million face value at par for cash on July 1 of the current year and the bonds pay 7 percent interest the following June 30 and December 31 and mature in three years.
We are required to tell whether there is requirement of any recording when the fair value of bonds decreases to $6000000 on December 31 of the current year.
A bond is basically a debt security, similar to an IOU and borrowers issue bonds to raise money from investors willing to lend them money for a certain amount of time. When we buy a bond, we are lending to the issuer, which may be a government, municipality, or corporation.
There is not any requirement of any recording when the fair value decreases to $600000 because it is not affecting our books of accounts because in our books they are recorded at face values.
Hence there is not any requirement of recording when the fair value of bonds decreases to $6000000 on December 31 of the current year.
Learn more about bonds at brainly.com/question/25965295
#SPJ4
Because he divided the population into smaller groups and then randomly sampled each group, he would be using a stratified random sampling procedure.
Answer:
Years to maturity Price of Bond C Price of Bond Z
4 $1,084.42 $711.03
3 $1,065.93 $774.31
2 $1,045.80 $843.23
1 $1,023.88 $918.27
Explanation:
Note: See the attached excel for the calculations of the prices of Bond C and Bond Z.
The price of each bond of the bond can be calculated using the following excel function:
Bond price = -PV(rate, NPER, PMT, FV) ........... (1)
Where;
rate = Yield to maturity of each of the bonds
NPER = Years to maturity
PMT = Payment = Coupon rate * Face value
FV = Face value
Substituting all the relevant values into equation (1) for each of the Years to Maturity and inputting them into relevant cells in the attached excel sheet, we have:
Years to maturity Price of Bond C Price of Bond Z
4 $1,084.42 $711.03
3 $1,065.93 $774.31
2 $1,045.80 $843.23
1 $1,023.88 $918.27
Answer:
The statement is: True.
Explanation:
The Annual Rate of Return or Yearly Rate of Return is the amount earned over an investment within one year. It is typically represented as a percentage and takes into consideration capital appreciation and the payment of dividends. The formula to calculate the annual rate of return is the following:
Annual Rate of Return = (EYP - BYP)/BYP X 100%
Where:
EYP = End of year price
BYP = Beginning of year price
Answer:
J = 0.422
K = 0.58
Explanation:
When a portfolio is said to have risk that is equal to market, this means that the beta is equal to 1.
Let us define the weight of stock J = x
Let us define the Weight of stock K = (1-x)
To get the The Beta of portfolio = (x*1.26) + ((1-x)*0.81) = 1
When we open the brackets,
1.26x + 0.81 - .81x = 1
1.26x-0.81x = 1-0.81
0.45x = 0.19
To get x we divide through by 0.45
X = 0.422
Therefore the Weight of stock J = 0.422
Then the Weight of stock K = 1 - 0.422 = 0.578
Approximately 0.58
