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 Opportunity in Up and Coming Downtown! 4515 Seybold Ave

  • House
    1344 ft2
    bedroom 3 Bedrooms
    bathroom 1 Baths
  • Flip/Rental
    $110,000
    Status : Available
    Year Built : 1959
 Description
4515 Seybold Avenue
Orlando, FL 32808

Bedroom: 3
Bath: 1.5
Sqft: 1,344
Repairs: $35k
ARV: $185K
Price: $110K cash or hard $ + all closing costs

Off Market Pine Hills Rehab Opportunity – Cheapest Available 3 Bedroom Home in all of 32808. Don’t miss out come quick and check out this 3 bedroom 1.5 bath block home that was built in 1959 offers 1344 square feet of living space with a fenced yard, 1 car stall carport, a huge shed with electric and a gazebo. Property offers a roof that is 8 years old and 8 year old AC. Everything else in the home will be needing updates to sell at an ARV of $175k or more. Call Me Now To Purchase.

Comps:
  • 4217 MEADOWBROOK AVE  – 3/2, 1220sqft. – Built 1958 – Renovated – Sold $98k
  • 4103 SEYBOLD AVE – 3/2, 1283sqft. – Built 1958 – Needs Work – Sold $173k
  • 5825 FOREST GROVE BLVD – 3/2, 1179sqft. – Built 1960 – Renovated – Sold $167k
  • 4755 ROBBINS AVE – 3/2, 1166sqft. – Built 1993 – Clean – Sold $167.5k
 Rehab Work Needed
  • Bathroom
  • Kitchen
  • Master Bedroom
 General Amenities
 Distance
Location Map
Image Gallery
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 Summary

Overview
Opportunity in Up and Coming Downtown! 4515 Seybold Ave Flip/Rental
$110,000
Property ID: FL191145306
Address: Login to View
City: Orlando
State/Province: FL
Zip Code: 32808
Country: USA


Rental Analysis

+ Purchase Price: $110,000
+ Purchase Closing Cost: $3,300
+ Rehab Cost: $0
Total Acquisition Cost: $113,300


Monthly Rent: $0
+ Annual Potential Rent: $0
- Vacancy (3%): $0
Annual Gross Income: $0
Annual Gross ROI: 0%


Flip Analysis

+ Purchase Price: $110,000
+ Purchase Closing Cost: $3,300
+ Rehab Cost: $35,000
Total Acquisition Cost: $148,300


+ Selling closing cost: $5,550
+ Agent Commision : $5,550
Total Holding Cost: $11,100


Total Flip Cost: $159,400
Projected ARV: $185,000
Net Income (Profit): $25,600
CAP Rate: 16.06%

 Message

2 X 2 = ?