
$801 Cheap Delta flights Kansas City (MCI) to South Bend (SBN)
Prices were available within the past 7 days and start at $801 for one-way flights and $229 for round trip, for the period specified. Prices and availability are subject to change. Additional terms apply.

Tue, Sep 16 - Sat, Sep 20
MCI
Kansas City
SBN
South Bend
$229 Roundtrip, found 1 day ago
$229
Roundtrip
found 1 day ago

Wed, Sep 17 - Sat, Sep 20
MCI
Kansas City
SBN
South Bend
$249 Roundtrip, found 1 day ago
$249
Roundtrip
found 1 day ago

Tue, Sep 16 - Wed, Sep 24
MCI
Kansas City
SBN
South Bend
$283 Roundtrip, found 1 day ago
$283
Roundtrip
found 1 day ago

Sun, Sep 21 - Tue, Sep 23
MCI
Kansas City
SBN
South Bend
$319 Roundtrip, found 1 day ago
$319
Roundtrip
found 1 day ago

Sun, Sep 21 - Wed, Sep 24
MCI
Kansas City
SBN
South Bend
$343 Roundtrip, found 1 day ago
$343
Roundtrip
found 1 day ago

Mon, Sep 15 - Tue, Sep 23
MCI
Kansas City
SBN
South Bend
$398 Roundtrip, found 1 day ago
$398
Roundtrip
found 1 day ago

Mon, Sep 15 - Thu, Sep 18
MCI
Kansas City
SBN
South Bend
$453 Roundtrip, found 1 day ago
$453
Roundtrip
found 1 day ago
Origin airport | Kansas City Intl. |
Destination airport | South Bend Intl. |
Distance | 754 km |
Most Popular Delta Routes from Kansas City
Most Popular Delta Routes from South Bend
- Hartford to Fort Walton Beach (BDL - VPS)
- Miami to Hamburg (MIA - HAM)
- Charlotte to Los Angeles (CLT - LAX)
- Hartford to West Palm Beach (BDL - PBI)
- New York to Willemstad (LGA - CUR)
- Columbus to Raleigh (CMH - RDU)
- Houston to Raleigh (IAH - RDU)
- Miami to Hamburg (MIA - HAM)
- Seattle to Phoenix (SEA - PHX)
- Baltimore to Columbia (BWI - CAE)
Popular Domestic Routes in South Bend Intl.
- Hartford to Fort Walton Beach (BDL - VPS)
- Memphis to Oklahoma City (MEM - OKC)
- Seattle to Phoenix (SEA - PHX)
- Orlando to Appleton (MCO - ATW)
- Lexington to Chicago (LEX - ORD)
- Detroit to Iron Mountain (DTW - IMT)
- Miami to Hamburg (MIA - HAM)
- Houston to Raleigh (IAH - RDU)
- New York to Raleigh (LGA - RDU)
- New York to Willemstad (LGA - CUR)