Weighing my options of buying direct vs. DVC rentals. Here's my math, please let me know if I am missing something or calculated this incorrectly.
I'm currently contracted to purchase 150 points at CCV for $27,773 with 20% down at a interest rate of 12% over 10 years. While I fully intend to pay the loan off in 5, I haven't had the best track records of doing so on other purchases in the past, so I'll keep the math at 10.
Monthly loan amount of $312.19 x 12 months x 10 years = $37,462.80 + 20% down payment of $6,144 = a total cost of $43,606.80.
Maintenance is $7.43 per point for 2019 = $1,114.5 x 16 years = $17,832.00 x 1.04 (assuming a 4% overall increase over 16 years) = $18,545.28
$43,606.80 purchase + $18,545.28 maintenance for 16 years = $62,152.08
I choose 16 years because this is my assumption of when I will sell the DVC (e.g., after my kids go to college). Assuming at that point I can sell my 150 points at CCV for $15,000 (big if?), that makes my cost of ownership for 16 years to equal $47,152.08 or
$47,152.08 / (150 points x 16) = $19.65 per point, which is higher than the current price per point making this particular purchase have a negative expected value for me?
I'm currently contracted to purchase 150 points at CCV for $27,773 with 20% down at a interest rate of 12% over 10 years. While I fully intend to pay the loan off in 5, I haven't had the best track records of doing so on other purchases in the past, so I'll keep the math at 10.
Monthly loan amount of $312.19 x 12 months x 10 years = $37,462.80 + 20% down payment of $6,144 = a total cost of $43,606.80.
Maintenance is $7.43 per point for 2019 = $1,114.5 x 16 years = $17,832.00 x 1.04 (assuming a 4% overall increase over 16 years) = $18,545.28
$43,606.80 purchase + $18,545.28 maintenance for 16 years = $62,152.08
I choose 16 years because this is my assumption of when I will sell the DVC (e.g., after my kids go to college). Assuming at that point I can sell my 150 points at CCV for $15,000 (big if?), that makes my cost of ownership for 16 years to equal $47,152.08 or
$47,152.08 / (150 points x 16) = $19.65 per point, which is higher than the current price per point making this particular purchase have a negative expected value for me?