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25 May 2024 | 5 replies
A mentor is someone who takes you under their wing, usually because they have a personal relationship with you.
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25 May 2024 | 2 replies
More standard income variations are: asset depletion (using reserve distributions as the proposed income) or average personal or business bank statement deposits over a 12-24-36 month period.
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22 May 2024 | 1 reply
This post explores strategic approaches to strengthen the resilience and growth potential of CRE investments in the face of these evolving dynamics.Embracing Technological InnovationTechnology plays a crucial role in transforming the CRE landscape.
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21 May 2024 | 21 replies
There has been a ton of growth here over the last 3-5 years.
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23 May 2024 | 10 replies
Most of the B and C+ neighborhoods in the city are seeing explosive appreciation and rent growth.
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22 May 2024 | 0 replies
Let’s explore the trends, the triumphs, and the incredible opportunities waiting for you in this ever-evolving market.Single Family Homes: A Year of Growth and ProsperityApril 2024 has brought fantastic news for those interested in single-family homes in Broward County.
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24 May 2024 | 5 replies
If you can't keep control of your personal finances, you are highly unlikely to succeed in real estate investing.
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24 May 2024 | 2 replies
Before I purchase an insurance policy I wanted to seek some guidance on the best way to proceed.I received 1 quote so far for a HO3 policy that has 600k+ of dwelling coverage, 70k of additional structure, 450k personal property, 200k loss of use, 500k liability, and a few extras like equipment breakdown, water backup, service line.
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22 May 2024 | 7 replies
It’s crucial to analyze local trends, such as population growth, employment rates, and new developments, which can impact rental demand.
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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.