Nebraska to Texas

Moving From Omaha, NE to Texas

A 3-bedroom move from Omaha to Texas models at $4,200–$5,600 to the median destination, San Angelo, TX (860 miles). The cheapest of 45 Texas cities is Amarillo, TX at $3,700–$4,900; the priciest is Laredo, TX at $5,150–$6,850.

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Omaha to Texas at a glance

Cost from Omaha to cities in Texas

Modeled full-service cost from Omaha to 45 Texas cities with 50,000+ residents, at least 100 miles away.
DestinationMiles2 bedroom3 bedroom
Houston, TX945$3,100–$4,100$4,500–$6,000
San Antonio, TX965$3,150–$4,200$4,550–$6,050
Dallas, TX700$2,750–$3,700$4,000–$5,350
Fort Worth, TX705$2,800–$3,700$4,050–$5,350
Austin, TX910$3,000–$4,050$4,400–$5,850
El Paso, TX1,020$3,250–$4,350$4,750–$6,350
Arlington, TX705$2,800–$3,700$4,050–$5,350
Corpus Christi, TX1,085$3,400–$4,550$5,000–$6,650
Plano, TX680$2,700–$3,600$3,900–$5,250
Laredo, TX1,125$3,500–$4,700$5,150–$6,850
Lubbock, TX740$2,900–$3,850$4,150–$5,550
Garland, TX690$2,750–$3,650$3,950–$5,300
Irving, TX695$2,750–$3,650$4,000–$5,300
Cypress, TX930$3,050–$4,100$4,450–$5,900
Amarillo, TX625$2,550–$3,400$3,700–$4,900
Grand Prairie, TX705$2,800–$3,700$4,050–$5,350
Brownsville, TX1,235$3,500–$4,650$5,100–$6,800
McKinney, TX665$2,650–$3,550$3,850–$5,150
Frisco, TX670$2,700–$3,600$3,900–$5,200
Pasadena, TX930$3,050–$4,100$4,450–$5,900
Mesquite, TX700$2,750–$3,700$4,000–$5,350
Killeen, TX840$2,850–$3,800$4,100–$5,500
McAllen, TX1,215$3,450–$4,600$5,050–$6,700
Carrollton, TX685$2,750–$3,650$3,950–$5,250
Midland, TX860$2,900–$3,850$4,200–$5,600
Waco, TX800$2,750–$3,650$3,950–$5,300
Denton, TX665$2,650–$3,550$3,850–$5,150
Abilene, TX765$2,950–$3,950$4,300–$5,700
Round Rock, TX890$2,950–$3,950$4,300–$5,750
Beaumont, TX925$3,050–$4,050$4,400–$5,900
Odessa, TX880$2,950–$3,900$4,250–$5,650
Richardson, TX685$2,750–$3,650$3,950–$5,250
Pearland, TX940$3,100–$4,100$4,450–$5,950
College Station, TX875$2,950–$3,900$4,250–$5,650
Wichita Falls, TX625$2,550–$3,400$3,700–$4,900
Lewisville, TX680$2,700–$3,600$3,900–$5,250
Tyler, TX735$2,850–$3,800$4,150–$5,550
San Angelo, TX860$2,900–$3,850$4,200–$5,600
Alief, TX950$3,100–$4,150$4,500–$6,000
League City, TX945$3,100–$4,100$4,500–$6,000
Allen, TX670$2,700–$3,600$3,900–$5,200
The Woodlands, TX915$3,000–$4,050$4,400–$5,850
Sugar Land, TX935$3,050–$4,100$4,450–$5,950
Mission, TX1,215$3,450–$4,600$5,050–$6,700
Victoria, TX1,000$3,200–$4,300$4,700–$6,250

Cost by home size

Modeled cost from Omaha to San Angelo, TX (860 miles) by home size.
Home sizeTo San Angelo
Studio$1,500–$2,000
1 Bedroom$1,950–$2,650
2 Bedroom$2,900–$3,850
3 Bedroom$4,200–$5,600
4 Bedroom$5,550–$7,400
5+ Bedroom$7,400–$9,850

Best time to move

A 3-bedroom from Omaha to San Angelo, TX models at $4,200–$5,600 October through April, $4,400–$5,850 in May or September and $4,700–$6,250 June through August, a $600 midpoint gap.

Moving from Omaha to Texas: common questions

How much does it cost to move from Omaha to Texas?

A 3-bedroom move from Omaha to Texas models at $4,200–$5,600 to the median destination, San Angelo, TX (860 miles). The cheapest of 45 Texas cities is Amarillo, TX at $3,700–$4,900; the priciest is Laredo, TX at $5,150–$6,850.

What is the cheapest Texas city to move to from Omaha?

Amarillo, TX, 625 miles away: $3,700–$4,900 for a 3-bedroom and $2,550–$3,400 for a 2-bedroom.

When is the cheapest time to move from Omaha to Texas?

To San Angelo, TX, a 3-bedroom models at $4,200–$5,600 October through April, $4,400–$5,850 in May or September and $4,700–$6,250 June through August.

How long does a move from Omaha to San Angelo take?

The 860-mile route has a modeled delivery window of 2 to 5 days after pickup; a 2-bedroom on it models at $2,900–$3,850.

Related pages

How these numbers are made

Costs use the same weight × distance model as our route pages, from Omaha's own coordinates and labor index of 0.92. Destination cities under 100 miles away are left out because the long-distance model does not apply to them. See how we price cities outside our core metros.

Moving Cost Editorial Team · Pricing model pricing-v1.0 · Estimates last recalculated