Commit 9b575e

2025-08-24 10:28:44 Viraj Alankar: -/-
finance/investing.md ..
@@ 382,4 382,12 @@
\text{Leverage Ratio} = \frac{320000}{320000 - 100000} = 1.45
```
- With this realization, you can essentially replicate a loan using different leveraged instruments.
+ Utilizing any of the above leveraging strategies, you can achieve the same leverage in multiple ways. In this case we've just used a margin loan.
+
+ Let's say instead I start with $320k in cash, and no equities. My leverage ratio is 1. I buy 1 /ES S&P 500 future, requires about $20k cash set aside (margin requirement). There is now $300k leftover. If I do nothing with that cash, my leverage is still 1. If I start withdrawing cash, the leverage goes up, and I can easily match the 1.45 in the first example. Suppose I withdraw $80k in cash:
+
+ ```math
+ \text{Leverage Ratio} = \frac{320000}{320000 - 20000 - 80000} = 1.45
+ ```
+
+ I've essentially done the same thing as a margin loan, albeit for a bit less cash ($80k vs $100k). With the margin loan, there is the daily interest cost. With the futures "loan", the interest is baked in because the futures quote will be higher than the current index.
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