Amount of interest expense on 30th June 20X1= Carrying Amount of Bond*Effective Interest Rate (For 6 Months)
=$940000*5/100
=$47000
Contractual Interest of the bond=Face Value*Contractual Interest
=1000000*4/100
=$40000
Thus, Carrying Amount of Bond=Carrying Amount|+Interest Expense-Interest Paid
Carrying Amount as on 30th June=940000+47000-40000
Carrying amount as on 30th June=$947000
Amount Paid to Redeem Bonds =$1020000
Gain/(Loss) on Redemtion of Bonds=Face Value-Amount Paid to Redeem Bonds
Loss on Bonds=-$73000
Answer:
Bond price= $1,210.4
Explanation:
Giving the following information:
Coupon rate= 0.079/2= 0.0395
YTM= 0.056/2= 0.028
Face value= $1,000
n= 13*2= 26
<u>To calculate the price of the bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond price= 39.5*{[1 - (1.028^-26)]/0.028} + [1,000 / 1.028^26]
Bond price= 722.67 + 487.73
Bond price= $1,210.4
Answer:
$16.27
Explanation:
For computing the intrinsic value, first we have to compute the earning per share which is shown below:
Earning per share = (Net income) ÷ (Number of shares outstanding)
= ($14.73 million) ÷ (20.05 million shares)
= 0.734
Now the intrinsic value would be
= Earning per share × P/E ratio
= 0.734 × 22.17
= $16.27
Answer:
c. full employment
Explanation:
The classical theory refers to a theory in which there is an existence of the full employment. The unemployment would be arise by including the legislation of the trade union and the legislation of the minimum wages in the market system i.e. free based.
Therefore according to the given situation, the option c is the correct and the same is to be considered
If his starting balance is the $225.91
then his balance would be
-131.71