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Updated over 15 years ago on . Most recent reply

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Rich Weese#2 Off Topic Contributor
  • Real Estate Investor
  • the villages, FL
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Any way to compare real estate from different states?

Rich Weese#2 Off Topic Contributor
  • Real Estate Investor
  • the villages, FL
Posted

A recent thread made my mind wander a bit. Is CA better than Oh? MI better than OK? I don't know and I dont think "one size fits all" is the answer.
Someone mentioned the high taxes in TX as a concern. It is. How about the high insurance rates in Miss or other hurricane prone areas? How about the category 10 fire areas for insurance in certain areas? What about the areas that are high crime or red-lined for loans? See the problem here? Also, new to old properties?
Here is an assumption. All homes are 5-7 years old. All are in comparable areas, expense wise. All are outside the ghetto or war zone. All are sitting with no deferred maint, etc,etc,etc.
I find a home in State "A" that is rented for $1000 per month. I find the same $1000 rental in State "B". Here is my process:

State "A" To buy rental here, the price is $100,000 on open market-current appraised value.( only using appraised value as a comparison tool). It is in a state where taxes are 2.5%.
Taxes are $2500 per year, or $$208 per month.

State "B"To obtain $1000 , the rental is purchased for _________ on same market etc, It is in a state where taxes are 1% .

Mortgage rates on both new loans is 7%.With 30% down and 25 yr loan on each, the P&I payment on first example is $495 .The T in the PITI is $208 per month, so PIT in first example is $703. The rate per $1000 on 7% loan is $7.07.

Now the second example with 1% in taxes, the monthly is unknown. Lets' try a price of $125,000. At this price, the taxes would be $104 mo.To end up with the same PIT, I can spend $600 on the P&I. That is $105 more than needed on the first house.After putting 30% down on this example, I can have a mortgage for $87,000.( $105 divided by $7.07 is 14.85 and that is added to the $70,000 in first example.) If 87,000 represents 70% of the price, then price was $125,258.
What does all this mean? IMO, I can spend up to about $125,000 in a low tax state and have same return after PIT. If I can do this, the states are equal. If I can't , then , from a cash flow point of view the first example is better, imo.This doesn't take into account, any of the nebulous things. Which area will inflate faster, vacancy factor, area that is growing(sunny states as opposed to MI) or many other factors.
The only reason I came up with this process of comparison is for those investors that said"property taxes are too high". Maybe so, but it is only one of the factors or costs affecting return. I listed many of the other cost factors above that cause the variance.
I like to see the bottom line. I don't care if taxes are low or high, as long as the bottom line is better. Any thoughts? Rich, now in FL.

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Vikram C.#5 Off Topic Contributor
  • Real Estate Investor
  • Phoenix, AZ
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Vikram C.#5 Off Topic Contributor
  • Real Estate Investor
  • Phoenix, AZ
Replied

Rich, I wasn't saying one should not buy in TX because taxes are too high. I was saying that a significant difference in taxes seems to have a huge impact on NOI and one should take that into account instead of assuming everything will always even out.

Regarding your example, I think I have a better way of doing it. I will start with the property values because that is the starting point in real life:

State A = $100,000
State B = $125,000

Tax A = $2,500
Tax B = $1,000

Other expense A = $4,000
Other expense B = $4,000

Rent A = $12,000
Rent B = $12,000

We are assuming everything else is the same in both places - appreciation potential, financing terms, etc.

So the easiest way to figure this out is to ask ourselves how much we are paying per dollar in income.

State A Cash Yield = $5,500 (12K - 2.5K - 4K)
State B Cash Yield = $7,000 (12K - 1K - 4K)

Cash return %:

State A = 5.5% (5500 on investment of 100K)
State B = 5.6% (7000 on investment of 125K)

We need not calculate anything else to figure out that per dollar of investment, state B is slightly better than state A, but not by much.

Obviously, these are all based on assumed numbers. In reality, we will compare with real numbers.

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