John Vela-Garcia
Renovating vs New Build
25 May 2024 | 14 replies
If you got the first house for a song and a dance it would probably be better financially just because you're getting a better price on the skeleton than you would in a fresh build.
Jeremy Fleming
How to Find Motivated Sellers without Using a Realtor
25 May 2024 | 4 replies
Most sellers know their properties are worth a lot more than they were four years ago, so they won't sell for a song.
Ryan Daulton
Real Estate vs. CD Market investments
30 May 2024 | 93 replies
Instead they've somehow been brainwashed into rinse-dry-repeat formulas that lack foresight.
Mohammad Fanaei
How is DTI Ratio Calculated for Buying Second Househack?
26 May 2024 | 6 replies
For rental properties in general maybe looking at (debt+proposed PITI)/(wages+(75%*rent-current PITI)) might be the formula that would be more accurate.
Pat Quaranto
Real Estate by the Numbers by Dave Meyer. Help!
23 May 2024 | 2 replies
I can explain what I plugged in for the Expected Value formula if need be.Thanks!!
Ashton Karp
Capital gains when spouse dies
24 May 2024 | 6 replies
How will the formula for Capital Gains be affected after a spouse passes away?
Michael Tompkins
Looking for advice
26 May 2024 | 28 replies
The magic formula is portfolio size x time.Selling does not move you forward.
Jonathan Baptiste
How to distribute utility bill in a single family home? (House hacking)
23 May 2024 | 11 replies
Pay the bill yourself, then reimburse yourself by charging the tenants based on a formula.
Blanca Munoz
Who to learn from
21 May 2024 | 5 replies
Okay, so everyone states there's a formula to follow in real estate investing.
Patrick Goswitz
Owner Finance Deal. Good or Bad?
22 May 2024 | 10 replies
.### Calculating Annualized ROI (CAGR)The formula for CAGR (Compound Annual Growth Rate) is:\[ CAGR = \left(\frac{Final\ Value}{Initial\ Value}\right)^{\frac{1}{Number\ of\ Years}} - 1 \]In your case:\[ CAGR = \left(\frac{\$601,816.40}{\$235,000}\right)^{\frac{1}{30}} - 1 \]Let's calculate this:\[ CAGR = \left(\frac{601816.40}{235000}\right)^{\frac{1}{30}} - 1 \]\[ CAGR = (2.56)^{\frac{1}{30}} - 1 \]\[ CAGR \approx 1.0303 - 1 \]\[ CAGR \approx 0.0303 \text{ or } 3.03\% \]This means your annualized return is about 3.03% each year over 30 years.