
$525 Cheap Delta flights Kansas City (MCI) to Toronto (YYZ)
Prices were available within the past 7 days and start at $525 for one-way flights and $967 for round trip, for the period specified. Prices and availability are subject to change. Additional terms apply.

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$967 Roundtrip, found 19 hours ago
$967
Roundtrip
found 19 hours ago

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$1,026 Roundtrip, found 19 hours ago
$1,026
Roundtrip
found 19 hours ago

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$1,053 Roundtrip, found 19 hours ago
$1,053
Roundtrip
found 19 hours ago

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$1,064 Roundtrip, found 19 hours ago
$1,064
Roundtrip
found 19 hours ago

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$1,084 Roundtrip, found 19 hours ago
$1,084
Roundtrip
found 19 hours ago

Mon, Nov 17 - Sun, Nov 30
MCI
Kansas City
YYZ
Toronto
$1,086 Roundtrip, found 19 hours ago
$1,086
Roundtrip
found 19 hours ago
Origin airport | Kansas City Intl. |
|---|---|
Destination airport | Pearson Intl. |
Airlines serving | Air Canada, American Airlines, Delta, United, WestJet |
Popular airline | American Airlines |
Distance | 1338 km |
Most Popular Delta Routes from Kansas City
Most Popular Delta Routes from Toronto
- Washington to Lagos (DCA - LOS)
- Washington to Lagos (IAD - LOS)
- Washington to Lagos (IAD - LOS)
- Tucson to London (TUS - LHR)
- Boston to London (BOS - LHR)
- Savannah to Evansville (SAV - EVV)
- Dallas to Chicago (DFW - MDW)
- Oakland to Seattle (OAK - SEA)
- Greensboro to San Diego (GSO - SAN)
- Washington to Nairobi (IAD - NBO)
Popular Domestic Routes in Pearson Intl.
- Washington to Nairobi (IAD - NBO)
- Dallas to Chicago (DFW - MDW)
- Denver to New York (DEN - JFK)
- Washington to Lagos (IAD - LOS)
- Harrisburg to San José (MDT - SJO)
- Denver to New York (DEN - JFK)
- Chicago to Orlando (ORD - MCO)
- Chicago to Houston (ORD - IAH)
- Savannah to Evansville (SAV - EVV)
- Portland to Grand Rapids (PWM - GRR)