BRRRR - Buy, Rehab, Rent, Refinance, Repeat
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Updated about 5 years ago on . Most recent reply
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Apple Vs BRRRR - The Showdown
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"In the RED CORNER, Apple stock. In the BLUE CORNER, the BRRRR Strategy. Two investment ideas go into the ring, one comes out. LET'S GET READY TO BRRRRUMBLE!"
So I'm a new investor. I have a couple of Airbnb's in Souther California, but next year I plan to launch full scale into a BRRRR strategy after reading the book by @David Greene, and joining the wonderful community here on BP. I've been gobbling up as much as I can, and attended the great free webinar by @J Scott and @Tarl Yarber yesterday, which was awesome! Thanks guys!
So I as I prepare to take massive action on this strategy next year, I was talking with a friend of mine the other day about it, and he grimaced, and said it sounded dangerous. I talked to him about the idea, whereby you could buy a house say for $50,000 cash, and put $25,000 into it, rent it out, refinance it at the new forced equity value of $100,000 at 25% down, and pull out all your cash and do it again. And again. And again.
To which he replied that he’d bought $50,000 of Apple stock in 2014, and that had now doubled in value, so how was this better than that? I tried to convince him that it was, but I couldn’t quickly punch the numbers to show him.
But today I sat down and did just that. And this is what I found.
All these calculations show an identical BRRRR, bought for $50,000 cash, with $25,000 rehab costs, and refi'd for $100,000. I guestimate that after everything is paid every month (Rent, Management, CapEx and Maintenance) that the property cash flows $500. Of course in real world scenarios any of these numbers could be up or down in either direction, but I'm just using this is a rough base for this equation. I buy three of these houses per year using this technique.
So in year one I buy a property in the first month, and have it rehabbed and rented to a tenant by the start of the third, and refinance it by the end of the fourth.
The cash flow on this first house is $5000 for that first year. (10 months at $500).
The second cash flows $3000 that first year (6 months at $500)
And the third brings me $1000 (2 months at $500)
I keep these for the following four years and combined they cash flow (including this first year) $81,000.
I then repeat this every year for the next four years. Three properties each year, same numbers.
House 4 by year 5 has cash flowed $23,000
House 5 by year 5 has cash flowed $21,000
House 6 by year 5 has cash flowed $19,000
House 7 by year 5 has cash flowed $17,000
House 8 by year 5 has cash flowed $15,000
House 9 by year 5 has cash flowed $13,000
House 10 by year 5 has cash flowed $11,000
House 11 by year 5 has cash flowed $9,000
House 12 by year 5 has cash flowed $7,000
House 13 by year 5 has cash flowed $5,000
House 14 by year 5 has cash flowed $3,000
House 15 by year 5 has cash flowed $1,000
The total cash flow by the end of year five is $225,000.
We’ve already outperformed my friend’s Apple stock. Whoopeee. Math is fun!
"BRRRR has one-two punched Apple, and he's out cold!"
BUT WAIT! THERE’S MORE!
Because the balance on the mortgages on all of these properties has been paid down.
At a 4.5% 30 year loan (again actual numbers may be different, but for the sake of example) of $75,000.
House 1 balance by end of year 5 = $68,368.44
House 2 balance by end of year 5 = $68,858.37
House 3 balance by end of year 5 = $69,341.01
House 4 balance by end of year 5 = $69,816.49
House 5 balance by end of year 5 = $70,284.9
House 6 balance by end of year 5 = 70,746.34
House 7 balance by end of year 5 = $71,200.94
House 8 balance by end of year 5 = $71,648.77
House 9 balance by end of year 5 = $72,089.95
House 10 balance by end of year 5 = $72,524.58
House 11 balance by end of year 5 = $72,952.74
House 12 balance by end of year 5 = $73,374.55
House 13 balance by end of year 5 = $73,790.08
House 14 balance by end of year 5 = $74,199.44
House 15 balance by end of year 5 = $74,602.72
AND the house has gone up in value! At an estimated 2% increase the new home values look like this:
Home 1 value by end of year 5 = $108,243
Home 2 value by end of year 5 = $108,243
Home 3 value by end of year 5 = $108,243
Home 4 value by end of year 5 = $106,120
Home 5 value by end of year 5 = $106,120
Home 6 value by end of year 5 = $106,120
Home 7 value by end of year 5 = $104,040
Home 8 value by end of year 5 = $104,040
Home 9 value by end of year 5 = $104,040
Home 10 value by end of year 5 = $102,000
Home 11 value by end of year 5 = $102,000
Home 12 value by end of year 5 = $102,000
Home 13 value by end of year 5 = $100,000 (No appreciation yet)
Home 14 value by end of year 5 = $100,000
Home 15 value by end of year 5 = $100,000
So the total equity we have now in these houses equals TOTAL HOME VALUE FOR ALL 15 HOUSES ($1,561,212) minus the TOTAL BALANCE ON MORTGAGES ($1,073,799)
$1,561,212 minus $1,073,799 = $487,412
That’s how much we’d make if we sold all those properties at the end of year 5.
Plus we cash flowed $225,000.
So the total at the end of year five is:
$225,000 cash flow + $487,412 equity = $712,412.
Oh and we still have our $75,000 investment nut. And my how that nut has grown.
So $50,000 of Apple stock doubled in that time to $100,000.
But our $75,000 became $787,412. In five years...
Can’t wait to get started with this strategy next year!!
Most Popular Reply
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I guess the only argument you can make for Apple is he didn’t lift a finger to double his investment.