Question

Iv.) 8a.) TTM: 2 years YTM: 8% C: 7% 8b.) TTM: 25 years YTM: 8% C:7% Question for Problem 8. How much does the price change if the yield to maturity, for each bond, increases one basis point? V.) Try This. 9a.) TTM: 2 years YTM: 8% C: 7% 9b.) TTM: 25 years YTM: 8% C: 7% Question for Problem 9, How much does the yield to maturity change, for each bond, if the price increases by 1/32 ofa percentage point? VI.) 10a.) TTM: 3 years YTM: 7% C: 6% PV: ? 10b.) TTM: 30 years YTM: 7% C: 6% PV: ?
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Answer #1

As per rules I am answering the first 4 subparts of the question.

For Q 8 we use excel PV function for calculation of the old price and new price. Change in price = New price- Old price

Original price New Price Change
8a $982.17 $981.9915 ($0.1759)
Original price New Price Change
8b $893.25 $892.2768 ($0.9754)

For Q9, we first take the original price. New price = Old price *(100%+ (1/32)%)

Using new price, the YTM is computed and then we find the change in YTM.

9a Original price $982.1674
New Price $982.4743
New YTM 7.9826%
Change in YTM 0.0174%
9b Original price $893.2522
New Price $893.5314
New YTM 7.9971%
Change in YTM 0.0029%

WORKINGS

AutoSave Book1 - Excel 《Product Activation Failed) Sign in File Insert Page Layout Formulas Data Review View Help Tell me what you want to do 수 Share Home Calibri Wrap Text General 田FF Conditional Fornat as Cell Insert Delete Fornat FormattingTable Styles- 、. Sort & Find & Editing Paste . 녀 . 의 _ . 로三들經垣臣 Merge & Center-5 . % , : Filter Select Clipboard Alignment Number Stles Cells B1 Original price --PV(8%,2,7% 1000, 1000) Original price New Price -PV(8.01%,2,7% 1000, 1000) New Price --PV(8.01%,25,7% 1000, 1000) Change D2-C2 Change D4-C4 8a 4 8b -PV (8%,25,7% * 1000, 1000) Original price New Price New YTM Change in YTM -C2 -06 (100%+(1/32) *196) -RATE(2,7% 1000,07,1000) -8%-D8 9a 10 9b Original price New Price New YTM Change in YTM -C4 D11(100%+(1/32)* 196) -RATE(25,7%1000,012,1000) =896-D13 12 13 15 16 17 Sheet1 Shet2 Ready + 100 cENG 9:02 AM

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