exchanged for one convertible bond | Par value of bond/ conversion price | Conversion pricePrice per share that determine the number of share you will received | Par value of bond/conversion ratio | Conversion value – an indication of what a convertible issue would trade for if it were priced to sell on the basis of its stock value. | Conversion ratio x market price of stock | Conversion premium ( in $)It is difference between the market price of the convertible bond and the higher of its security
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15% return on the stock and a 6% return on the debt. Assume perfect capital markets without any taxes. a) Suppose GP issues $100 million of new stock to buy back the debt. What is the expected return of the stock after this transaction? (4 points) b) Suppose instead GP issues $50 million of new debt to repurchase stock. If the risk of the debt does not change‚ what is the expected return of the stock after this transaction? (4 points) c) If the risk of the debt increases‚ would the expected return
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theorist‚ Travis Hirschi (1969)‚ introduced social bond theory during the late 1900’s as a means to explain one’s resistance to crime (Lilly‚ Cullen & Bell‚ 2015). Hirschi (1969) claimed that the potential benefits of committing crime equally motivated most individuals‚ therefore‚ the primary concern was how individuals resist such temptations (Lilly et al.‚ 2015) The answer‚ involves the social control exerted upon an individual through social bonds that keep them from committing crime (Lilly et al
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obligation of $132‚240 to be made at the end of year 5. Show how you can use coupon bonds with a coupon rate of 8%‚ a face value of $1‚000‚ a maturity date at the end of year 6‚ and a yield to maturity of 8% to ensure that you can meet your cash obligation at the end of year 5. Suppose that you purchase the bonds at the beginning of year 1 and that the market interest rate changes only once right after you have purchased the bonds. There are three possible interest rates‚ 7.9%‚ 8%‚ and 8.1%‚ each of which
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The idea for an equal rights amendment did not come about until the middle part of the twentieth century. An amendment was proposed after World War II in an attempt to gain equality between men and women. Often times‚ women were viewed as weaker and inferior to the male sex. Women’s rights groups were formed to prevent people from discriminating against women. These groups not only believed that women should be better treated by men‚ but they believed women should have the same legal opportunities
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Bond Case Sam Strother and Shawna Tibbs are vice presidents of Mutual of Seattle Insurance Company and co-directors of the company’s pension fund management division. An important new client‚ The North-Western Municipal Alliance‚ has requested that Mutual of Seattle present an investment seminar to the mayors of the represented cities‚ and Strother and Tibbs‚ who will make the actual presentation‚ have asked you to help them by answering the following questions. 1) What are the key features of
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Merlin’s Maturity throughout The Crystal Cave The Crystal Cave is a novel portrayed through the life of a young boy named Merlin whom throughout the story changes into a man. His life as a young boy was harsh‚ complicated‚ and different. However‚ his life changes when he is introduced to his father Ambrosius‚ the King of Lesser Britain. Merlin’s maturity was driven by the people in his surroundings‚ such as his grandfather‚ Galapas‚ and his father whom all made him into the man he became.
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factors to desistance such as Social Control Theory‚ also known as Social Bond theory. According to the Social Bond Theory‚ the bond between individual and the people around them are important in the support of preventing and controlling the individual from reoffending (Hirschi‚ 1969). There are 4 factors in the social bond theory which are; attachment‚ commitment‚ belief and involvement (Vold et al.‚ 2002). Attachment is the bond between the individual and the people around such as family and friends
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BONDS COMPUTING THE COUPON RATE‚ PRICE‚ YIELD AND YTM OF A BOND Compute the coupon rate of a bond: Divide the coupon by the face value of the bond. Example: A bond has a $1‚000 face value‚ a market price of $1‚115‚ and pays interest payments of $90 every year. What is the coupon rate? Coupon Rate = Coupon/Face Value Coupon Rate = $90/$1‚000=9% Compute the current price of a bond (annual coupon payments): The price of a bond equals the present value of the coupon payments (calculated
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2011-2012 and FY 2010-11. Compute annualized return and risk. DATA | ANNUALIZED RETURN | ANNUALIZED RISK | Weekly | -16.952 | 36.449 | Daily | -16.241 | 39.347 | Monthly | -11.21 | 30.209 | Comparing this with a suitable peer company‚ Company | Annualized return | Annualized risk | JSP | -11.2154 | 30.209 | TATA STEEL | -4.0020 | 47.202 | OBSERVATION As can be seen from the observations above‚ the stock which gives the maximum return also comes with the maximum risk (TATA STEEL)
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