Determining call premium of the bond
Consider a bond with a 5.2 percent coupon rate and a yield to call of 6.1 percent. The bond currently sells for $1,086. If the bond is callable in 5 years, what is the call premium of the bond?
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What is the probability of a Type II error, P[TII], for each of the other two values to p?c) For a test of Ho: p = .3, suppose we use a critical region of the form {1, 14, 15, ...}
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If the bond were not convertible, it would be priced to yield 6 percent. The conversion ratio on the bond is 15 and the stock is currently selling for $54 per share. What is the minimum value of this bond?
Derive the power function for the test of a). Derive a formula to determine the sample size n for a test of size alpha with B = P[TII] if eta = eta1.
Were the cell types the same in all three specimen sets: yeast, plaque, and cheek? How were they similar? How were they different?
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