Bond information:

Issue date: $2017-05-15$

Maturity date: $2024-11-15$

Today's date: $2019-08-10$

Coupon rate: $5\mathrm{.}00\%$

Payment freq. semiannual

YTM $6\mathrm{.}00\%$

Payment dates May $15$ and Nov $15$

Day convention actual$/$actual

Previous payment date

$2019-05-15$

Days in first interest period

$184\mathrm{.}00$

Bond cash flow stream $($per $$100)$ Bond duration

Date: Cash flow Days until Periods until PV of cash flow Duration weight Periods$*$Weight

$2019-11-152\mathrm{.}5970\mathrm{.}527173913$

$2020-05-152\mathrm{.}51\mathrm{.}527173913$

$2020-11-152\mathrm{.}52\mathrm{.}527173913$

$2021-05-152\mathrm{.}53\mathrm{.}527173913$

$2021-11-152\mathrm{.}54\mathrm{.}527173913$

$2022-05-152\mathrm{.}55\mathrm{.}527173913$

$2022-11-152\mathrm{.}56\mathrm{.}527173913$

$2023-05-152\mathrm{.}57\mathrm{.}527173913$

$2023-11-152\mathrm{.}58\mathrm{.}527173913$

$2024-05-152\mathrm{.}59\mathrm{.}527173913$

$2024-11-152\mathrm{.}510\mathrm{.}52717391$

number of cash flows: $11$ Full price: Duration $($periods$)$:

Days of accrued interest Duration $($years$)$:

Fraction of interest payment accrued: Duration $($periods$,$ calculate using closed form equation$)$

Accrued interest: Modified duration $($periods$)$

Flat price Modified duration $($years$)$ NEED Cash Flows and formula, Bond Duration and Formulas $.$ All highlighted areas need to be done and formuals as well