Differences

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--- tbill_yield_methodology [2024/02/27 22:55] – [Example 3] raju
+++ tbill_yield_methodology [2024/02/27 23:03] (current) – [Example 4] raju
@@ Line 97: / Line 97: @@
 Combining both, we get
-^ Bills ^ CMB ^ CUSIP ^ Issue Date ^ Maturity Date ^ High Rate ^ Investment Rate ^ Price per $100 ^
+^ Security Term ^ CMB ^ CUSIP ^ Issue Date ^ Maturity Date ^ High Rate ^ Investment Rate ^ Price per $100 ^
 | 42-Day | Yes | 912797HF7 | 02/29/2024 | 04/11/2024 | 5.290% | 5.397% | $99.382833 |
 | 42-Day | Yes | 912797GZ4 | 02/22/2024 | 04/04/2024 | 5.280% | 5.401% | $99.384000 |
+Notice how yield (Investment Rate) went down (from 5.401% to 5.397%) even though price went down (from \$99.384000 to \$99.382833) for the first entry? This is because the 'days in year' changes from 366 to 365.
+<code>
+$ ipython
+In [1]:
+from tbill_yield import tbill_yield_short_maturity
+tbill_yield_short_maturity(99.384000, 42, 366)
+Out[1]:
+.401
+In [2]:
+tbill_yield_short_maturity(99.382833, 42, 365)
+Out[2]:
+.397
+</code>
+Ref: https://github.com/KamarajuKusumanchi/market_data_processor/blob/master/src/tbills/tbill_yield.py -> tbill_yield_short_maturity()