Spännande... Det blir rätt med 70b modellen, men fel med 8b modellen. Känns lite som just hur LLMs approximerar kan bli scary for matematiska beräkningar då.
Detta är med 70b
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BTW: 70b modellen är ju super, pluggat in den i min VS code nu
Edit: med tusen-separator och korrekt användning av decimalavskiljare för engelska tolkar även 7b modellen indata-siffrorna rätt
Så man behöver tydligen den extra "hjärnkapaciteten" från 70b modellen för att rätta den typen av fel i indata!
We have 100,000 sek placed in an account with 3.00% interest rate. We also have 1,000,000 sek in loans, with 5.00% interest. If we move our savings to an account with 2.00% interest rate, how much discount do we need to get on the interest on our loan to do break even?
Let's calculate the current and new scenarios:
**Current scenario:**
* Savings: 100,000 SEK with a 3.00% interest rate = 3,000 SEK in interest per year
* Loans: 1,000,000 SEK with a 5.00% interest rate = 50,000 SEK in interest per year
**New scenario:**
* Move savings to an account with a 2.00% interest rate (let's call this new interest income "x")
* Interest paid on loans remains the same: 50,000 SEK per year
* New interest income from savings: x = 100,000 SEK × 2.00% = 2,000 SEK
To break even, the new interest income should be equal to or greater than the interest paid on the loans:
2,000 SEK (new interest income) ≥ 50,000 SEK (interest paid on loans)
Since the new interest income is lower than the interest paid on the loans, we need a discount on the loan interest to make up the difference. Let's find out how much discount we need:
Discount needed = Interest paid on loans - New interest income
= 50,000 SEK - 2,000 SEK
= 48,000 SEK
So, to break even, we would need a discount of at least 48,000 SEK (or approximately 4.80%) on the interest rate of our loan.
Note that this calculation assumes the interest rates remain constant and there are no other changes to your financial situation.
Tack för tipsen! Känns som 70b modellen är en bra anledning att skaffa en lite roligare dator...
Hur använder du modellen tillsammans med VS Code på ett bra sätt?