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Cheap flights from Malmo · 104 US$

30 destinations · from 104 USD

The whole world, sorted by price →We search 100+ flight sites
Best priceLondon✓ Direct flight104 US$CopenhagenStops110 US$Budapest✓ Direct flight121 US$FaroStops124 US$BerlinStops128 US$Belgrade✓ Direct flight137 US$HamburgStops172 US$LisbonStops183 US$BarcelonaStops187 US$Malaga✓ Direct flight194 US$AthensStops194 US$MadridStops194 US$IstanbulStops196 US$Las PalmasStops223 US$Gdansk✓ Direct flight258 US$GothenburgStops267 US$AntalyaStops268 US$ChaniaStops274 US$CologneStops320 US$LarnacaStops329 US$Saint PetersburgStops540 US$DubaiStops555 US$AlmatyStops566 US$PhuketStops798 US$Hong KongStops841 US$BangkokStops875 US$HanoverStops912 US$FukuokaStops1606 US$AkitaStops1922 US$IshigakiStops2051 US$

Flying from Malmo

From Malmo (MMA) we find flights to 30 destinations across 18 countries, departing Sweden. The lowest price we see right now is $104 to London (~1h 44m, direct).

5 of the 30 destinations have a direct flight from Malmo. The longest direct route is Malaga (~3h 41m).

By region — Europe: 22 destinations from $104, Asia: 7 destinations from $566 and the Middle East: 1 destination from $555.

Direct flights from Malmo

London$104~1h 44mBudapest$121~1h 46mBelgrade$137~2h 11mMalaga$194~3h 41mGdansk$258~0h 59m

Destinations by region

Europe22$104
Asia7$566
Middle East1$555

FAQ

How many destinations can you fly to from Malmo?

We find flights from Malmo (MMA) to 30 destinations across 18 countries, 5 of them direct.

What is the cheapest flight from Malmo?

Right now the lowest price is $104 to London. Prices change daily, so it pays to compare before booking.

Are there direct flights from Malmo?

Yes. 5 of the 30 destinations have a direct flight; the longest is Malaga (~3h 41m).

How long is the flight from Malmo to London?

About 1h 44m non-stop. This is an estimate from great-circle distance; actual time depends on routing and aircraft.

Prices are the lowest our partners found recently and change daily — treat them as a reference. Durations are approximate, estimated from great-circle distance.