You own a bond with a face value of $100,000 and a conversion ratio of 375. What is the conversion price?
The conversion price for this bond is $____. (Round to the nearest cent.)
| Formula to calculate conversion price of bond | |||
| Conversion price of bond | Price of bond/Conversion ratio | ||
| Conversion price of bond | $100,000/375 | ||
| Conversion price of bond | $266.67 | ||
| Thus, conversion price for this bond is $266.67. | |||
You own a bond with a face value of $100,000 and a conversion ratio of 375....
You own a bond with a face value of $100,000 and a conversion ratio of 400. What is the conversion price? The conversion price for this bond is $1- (Round to the nearest cent.)
You own a bond with the following features: 5 years to maturity, face value of $1000, coupon rate of 2% (annual coupons) and yield to maturity of 6.3%. If you expect the yield to maturity to remain at 6.3%, what do you expect the price of the bond to be in two years? Enter the answer in dollars, rounded to the nearest cent (2 decimals).
A bond has a face value of $10,000 and a conversion price of $46.04. The stock is currently trading at $35.02. What is the conversion ratio?
Conversion price Calculate the conversion price for the following convertible bond: A $700-par-value bond that is convertible into 25 shares of common stock. The conversion price is $_______ per share. (Round to the nearest cent.)
You are considering the purchase of a zero Coupon Bond with a Face Value of $100,000, which matures in seven years. In the markets this bond is selling for $69,431.77. If you purchase the bond at this price what is the Yield-to-Maturity (YTM) on the investment? (The answer is a percent, round your answer to two decimal place, e.g. 4.75)
You own a bond with a face value of $10 000. The bond offers a coupon rate of 3%, payable semi-annually, and the bond matures in exactly 12 years. Today, the yield on 12-year bonds is 4% compounded semi-annually. What would your bond be worth now on the secondary market? (Round to the nearest dollar). A. $10,545 B. $11,002 C. $15,008 D. $9,054
you want to purchase a zero coupond bond with a face value of 100,000 which matures in 10 years. the market bond is selling for 70,000.00 if you purchase at this price what is the YTM on investment? use excel.
You are considering the purchase of a zero Coupon Bond with a Face Value of $100,000, which matures in seven years. In the markets this bond is selling for $69,431.77. If you purchase the bond at this price what is the Yield-to-Maturity (YTM) on the investment? (The answer is a percent, round your answer to two decimal place, e.g. 4.75)
A bond with 14 years to maturity and a coupon rate of 7% has a par, or face, value of $22,000. Interest is paid annually. If you require a return of 11% on this bond, what is the price of the bond? (Round to the nearest cent.)
1. You own a 20-year, $1000 face value bond paying 8% coupon annually. If market price of the bond is 1000, what should be the Yield to Maturity of the bond? You also own a 20-year, $1000 face value bond paying 8% coupon annually. What should be the market price of the bond so that its Yield to Maturity is exactly 10%?