1 00:00:05,810 --> 00:00:09,140 Duration tells investors the length of time in years 2 00:00:09,140 --> 00:00:12,129 that it will take the bonds cash flows to repay the investor 3 00:00:12,129 --> 00:00:14,210 the price he or she paid for the bond. 4 00:00:14,210 --> 00:00:17,110 A bond duration tells us how much a bonds 5 00:00:17,110 --> 00:00:18,940 price might change when interest rates 6 00:00:18,940 --> 00:00:21,550 change a higher duration number means a 7 00:00:21,550 --> 00:00:23,259 bonds price is more sensitive to 8 00:00:23,259 --> 00:00:25,359 interest rate changes while a lower 9 00:00:25,359 --> 00:00:27,519 duration number means a bonds price is 10 00:00:27,519 --> 00:00:29,279 less sensitive to interest rate changes 11 00:00:29,279 --> 00:00:32,049 this means that the price of a bond with 12 00:00:32,049 --> 00:00:34,150 a duration of five will increase or 13 00:00:34,150 --> 00:00:36,550 decrease by five percent when interest 14 00:00:36,550 --> 00:00:38,950 rates move by one percent a Long's 15 00:00:38,950 --> 00:00:40,990 duration depends on its interest rate 16 00:00:40,990 --> 00:00:43,960 call features yield credit quality and 17 00:00:43,960 --> 00:00:46,570 maturity the shorter the bond term the 18 00:00:46,570 --> 00:00:49,300 lower the duration and vice versa also 19 00:00:49,300 --> 00:00:51,040 the lower the coupon the higher the 20 00:00:51,040 --> 00:00:54,010 duration and vice-versa Christine has a 21 00:00:54,010 --> 00:00:57,070 bond with a 10-year maturity a 0.15 22 00:00:57,070 --> 00:01:00,280 percent yield to maturity a 2.25 percent 23 00:01:00,280 --> 00:01:03,550 annual rate a $1000 par value and 24 00:01:03,550 --> 00:01:05,950 quarterly coupon payments its duration 25 00:01:05,950 --> 00:01:09,040 is nine point one Michael has a similar bond 26 00:01:09,040 --> 00:01:11,620 with a 30-year maturity a zero 27 00:01:11,620 --> 00:01:13,390 point three five percent yield to 28 00:01:13,390 --> 00:01:16,600 maturity a 4.25 percent annual rate a 29 00:01:16,600 --> 00:01:19,750 $1000 par value and quarterly coupon 30 00:01:19,750 --> 00:01:22,270 payments its duration is fifteen point 31 00:01:22,270 --> 00:01:25,120 three two suppose the Federal Reserve 32 00:01:25,120 --> 00:01:27,190 announces changes in its interest rate 33 00:01:27,190 --> 00:01:29,290 policy and interest rates increase 34 00:01:29,290 --> 00:01:31,870 Christine's bond will decrease in value 35 00:01:31,870 --> 00:01:34,000 but Michaels bond will experience a 36 00:01:34,000 --> 00:01:35,920 bigger decrease because of its higher 37 00:01:35,920 --> 00:01:38,380 duration similarly if interest rates were to decrease Michaels bond would 38 00:01:40,420 --> 00:01:42,790 gain more value than christine's again 39 00:01:42,790 --> 00:01:45,159 because of its higher duration duration 40 00:01:45,159 --> 00:01:47,080 is just one factor that affects a Bloods value inflation risk default risk and 41 00:01:52,150 --> 00:01:54,310 call risk are also important but duration tells investors like Christine 42 00:01:54,310 --> 00:01:56,620 and Michael how much risk they face from interest rate changes.