YTM= 6.602% ------------------------------------------------------------------------------------ : I got a different answer, I got YTM 6.67% : 80 - 10 (80 coupon -100 cap loss / 10 years) : __________________ : 1,110 + 1,000 / 2 (purchase price + 1,000 par /2) : therefore, 70 / 1,050 = 6.67% (rounded) the formula for YTM is:
Coupon Rate + Cap gain OR - Cap loss (subtract for a premium bond as seen here)
____________________________ (divided by...)
Purchase Price + 1,000 par / 2 you'll get a decimal answer which you can x by 100 to get the decimal in the right place, then round. example, 0.066666 x 100 = 6.66666 round to 6.67%. It's not as complicated as it looks, just memorize the formula =) -------------------------------------------------------------------------------------------------------
Po =I (PVIFA kdn) + M(PVIF kdn) = $225 = $ 1,000 (PVIF) note 1 = 0 since this is a zero coupon bond. (PVIFkd, ) =0.317
Current maturity of long-term debt is the amount which is liable to pay in current fiscal year Example: Long-term loan payable in 10 years = 10000 Current portion of loan payable in current year = 1000 Remaining portion payable in next 9 year = 9000 is the long-term debt payable
It is treated as if you bought it this year. Depreciation can not be taken until an asset is put into use, regardless of when it is purchased.
until the losses have been used up against current income
Until the debt is paid of the statute of limitations expires (usually about 10 years)
4 years
The yield to maturity will be 5% since both Face Value and Redemption value are same. If you purchase the bond for 95 or 105 your yield to maturity will change than what the coupon rate is.
The coupon rate is the actually stated interest rate. This is the rate earned on a NEW issue bond. The yield to maturity takes into consideration the purchase price of a bond bought in the secondary market. For example, if you buy a $1,000 bond for $1100 which matures in 10 years and has a coupon of 5%, your coupon is 5%, but your yield to maturity would be closer to 4% because you paid $1100, but will only get back $1,000 at maturity (losing $100). The "loss" reduces the return.
Held-to-Maturity SecuritiesHeld to maturity securities means a long term security that a company or individual has decided to hold until its date of maturity like 3 years, 5 years, 10 years etc...
Maturity occurs around 11-12 years of age. But the brain doesn't reach full maturity until 25.
What is the cash conversion cycle for a firm with $3 million average inventories, $1.5 million average accounts payable, a receivables period of 40 days, and an annual cost of goods sold of $18 million.
Sumatran Tigers are independent at the age of 2, although about half die before maturity.
You're missing one of the following: * Coupon value * Bond present/purchasing value As it stands, there's insufficient information.
Zero coupon bonds do not pay interest and are therefore sold at a steep discount to face value depending on the maturity date of the bond. Due to the time value of money, the discount on a 30 year zero coupon bond will be much greater than on a 10 year zero coupon bond. At maturity bondholders will receive the full face value of the bond which provides bondholders a return. For example, a 30 year zero coupon bond with a face value of $1,000 and sold for $500 would return a $500 profit after 30 years. Holders of zero coupon bonds can sell the bonds at any time before maturity. If an investor bought zero coupon bonds prior to a steep drop in interest rates, the value of the zero coupon bonds would increase and could be sold at a profit.
I got 98.00 for apex
That would depend on the yield and the coupon frequency, but assuming the corporate bond and T-Bill have the same maturity (1 year) and the bond pays a semi-annual coupon, while the T-Bill pays all at maturity and has a lower yield that the bond, the duration on the corporate bond would be (slightly) lower. As an example; 1) A T-bill with 1 year Maturity an a yield of 0.20% would have a Modified Duration (the best to use) of close to 1.00 2) A 'Par' Corporate bond with a 5% semi-annual coupon would have a Modified Durationof 0.96 years. This effect will be more prominent with longer maturity bonds.
A bond that pays 1 coupon(s) of 10% per year, that has a market value of $1,102.05, and that matures in 19 years will have a yield to maturity of 8.87%. What does it mean? Well, bond investors don't just buy only newly issued bonds (on the primary market) but can also buy previously issued bonds from other investors (on the secondary market). Depending on whether a bond on the secondary market is bought at a discount or premium, the actual rate of return can be greater or lower than the quoted annual coupon rate. This is why bond investors need to look at YTM, which measures the bond's yield from the day the investor buys it to the day it expires, when the principal is paid to the bondholder.