In[]:=
City="Praha";​​​​Zero=Quantity[0,"m/s^2"];​​​​​​Lat=Interpreter["City"][City][EntityProperty["City","Latitude"]];​​​​AccelerationScalar=FormulaData[​​{"CentripetalAcceleration","AngularVelocity"},​​{​​"r"UnitConvert[Quantity[Cos[Lat],"NominalEarthEquatorialRadius"]],​​"ω"Quantity[2*Pi,"Radians"/"Days"]​​}​​];​​​​AccelerationScalar=AccelerationScalar[[2]];​​​​CentrifugalAcceleration=-RotationMatrix[Lat,{0,1,0}].{AccelerationScalar,Zero,Zero};​​​​​​​​GravityData=WolframAlpha["acceleration of gravity in "<>City,{{"GravitationalFieldStrength",1},"ComputableData"}];​​​​Components={"down","up","west","east","south","north"};​​Components=#<>" component"&/@Components;​​Components=Function[c,Select[GravityData,#[[1]]==c&,1]]/@Components;​​Components=If[#=={},Zero,#[[1]][[2]]]&/@Components;​​​​GravitationalAcceleration={#[[1]]-#[[2]],#[[3]]-#[[4]],#[[5]]-#[[6]]}&[Components];​​​​​​GravityOfEarth=GravitationalAcceleration+CentrifugalAcceleration;​​​​Norm[GravityOfEarth]​​
Out[]=
9.81957
m/
2
s