which of the following statements are true about the yield to maturity of a bond?

Question 1 options:

	Two bonds are identical, except one has a yield to maturity of 4% while the other has a yield to maturity of 13%. If the bonds don't default and if interest rates remain the same, you could earn higher returns with the 4% bond
	Yield to maturity is defined as the ratio between the coupon payment divided by the price of the bond
	The yield to maturity of a long term bond is very difficult to calculate by hand, the only practical way to compute it is with a calculator
	If you pay less for a bond, the yield to maturity of the bond increases

Which of the following statements is (are) true about bond features?

Question 2 options:

	the conversion feature is very favorable to investors
	as an investor you would prefer a bond with collateral to one without collateral
	the call feature is very favorable to investors
	At maturity the bond pays Par Value to the holder

Which of the following statements are (is) true about bonds?

In all examples we are assuming that the bond has a par value of $1,000 and a coupon rate of 5%. The bond will mature in 13 years.

Question 3 options:

	A bond that sells at a deep discount tends to appreciate over time, provided that interest rates remain constant
	If the yield of this bond is 5%, then it must be a par bond
	Suppose the the bond is selling for $1,098. This makes the bond a premium bond
	Suppose the the bond is selling for $980. This makes the bond a premium bond
	If the yield of this bond is 10%, then it must be a premium bond

Which of the following are (is) true about bonds?

Question 4 options:

	Everything else held constant, a bond with a higher coupon rate would be worth more than one with a lower coupon
	If interest rates were to increase, the value of the bond would also increase
	Every time interest rates change, the coupon payments of bonds change
	Two bonds have the same coupon rate and par, however, one matures in one year and the other in 30 years. If interest rates increase, the long term bond will experience the highest change in price