Prices to Move no no From Dallas, Texas to Apopka, Florida
The average price to ship a no no from Dallas, Texas to Apopka, Florida is $868 based on 4 quotes posted on October 21, 2020.
Number of Responses
4
Average Price
$868
Price Range
$725.00 to $1025.00
Origin Location:
Dallas, Texas
Destination Location:
Apopka, Florida
Approximately 1,089 Miles
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Transport Connection
$815
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Price : $815.00
Deposit: $200.00
About This Quote
This is our Standard Level of Service.
Your vehicle is usually picked up within 1-7 days, fully insured, door-to-door service.
Reference ID: 479747
Received: 10/21/2020 6:32:13 PM
Disclaimer:
DO NOT rely upon computer generated automated instant quotes from ANY website including Transport Reviews. CALL me directly at 561-982-1275 so that I may manually check your specific route on Central Dispatch and give you an ACCURATE quote. I will also explain the entire process and the difference between a broker and a carrier, their roles in this industry, and a breakdown of the respective fees for each.
Bill Avrich
President
Transport Connection
Ph. 561-982-1275
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1Flat-Rate LLC
$725
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Price : $725.00
Deposit: $0.00
About This Quote
Fully insured, door to door- - - - NO DEPOSIT - - ABSOLUTELY NO PAYMENT UNTIL DELIVERY- -800-876-4888 EXT 1 FLEXIBILITY ON PICK UP DATE IS RECOMMENDED AT THIS RATE
Reference ID: 815015
Received: 10/21/2020 6:32:13 PM
Disclaimer:
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Cavalier Auto Transport
$1025
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Price : $1025.00
Deposit: $175.00
About This Quote
Book Now is a 1-5 day window for pickup (based on availability). This option includes door to door service, insurance, taxes, tolls, fuel, labor and inspections at pickup/delivery.
Reference ID: 13480462
Received: 10/21/2020 6:32:15 PM
Disclaimer:
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Auto Shipping Group LLC
$907
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Price : $907.00
Deposit: $127.00
About This Quote
Standard Service
Reference ID: 11860090
Received: 10/21/2020 6:32:15 PM
Disclaimer:
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There is a high probability that these responses that we received from these company's were miscalculated. We anticipate that the price will significantly change if you call for a quote. To keep this quoting system accurate we have automatically removed these quotes which mathematically appear to be inaccurate.
