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Why is the remaining time to maturity an important factor in evaluating the impact of a change in yield to maturity on bond prices?

The longer the time period remaining to maturity, the greater the impact of a difference between the rate the bond is paying and the current yield to maturity (required rate of return). For example, a two percent ($20) differential is not very significant for one year, but very significant for 20 years. In the latter case, it will have a much greater effect on the bond price.


Why is the remaining time to maturity an important factor in evaluating impact of a change in yield to maturity on bond prices?

The longer the time period remaining to maturity, the greater the impact of a difference between the rate the bond is paying and the current yield to maturity (required rate of return). For example, a two percent ($20) differential is not very significant for one year, but very significant for 20 years. In the latter case, it will have a much greater effect on the bond price.


Which is greater 0.91 percent or 3 percent?

Three percent is greater.


Which is greater 0.75 percent or 0.065 percent?

0.75 percent is greater.


What is greater 0.13 percent or 0.24 percent?

0.24 percent is the greater.


Which percent is greater 66.2 or 35 percent?

66.2 percent is greater than 35 percent.


Which is greater 0.2 percent or 0.05 percent?

0.2 percent is greater than 0.05 percent.


Which is greater .03 percent or .02 percent?

0.03 percent is greater than 0.02 percent.


What is greater 0.1 percent or 0.75 percent?

0.75% is greater.


Which number is greater -30 percent or -50 percent?

-30 percent is greater than -50 percent.


Which is a greater discount 25 percent or 70 percent?

70 percent is the greater discount.


Which is greater 35 percent percent 60 or 30 percent percent 80?

35% of 60 is the greater amount.