A= [ "Edgar" , "Martin" , "Demetrio" , "Juan" , "Pablo" , "Carolina" , "Alfonso" ]
E= [ 18 , 17 , 18 , 17 , 18 , 19 , 17 ]
R= [ "Lugo" , "Monforte" , "A Coruña" , "Ourense" , "Pontevedra" , "Vigo" , "Viveiro" ]
N1= [ 4 , 5 , 6 , 7 , 2 , 3 , 9 ]
N2= [ 8 , 3 , 6 , 7 , 1 , 1 , 2 ]
N3= [ 9 , 7 , 3 , 6 , 6 , 9 , 9 ]
x= int ( 7 )
print ( "Introduzca el número identificador (del 1 al 7):" , x)
if x== 1 :
print ( "Alumno:" , A[ 0 ] , "\n " , "La nota media del alumno es:" , ( N1[ 0 ] +N2[ 0 ] +N3[ 0 ] ) /3 )
y= ( ( N1[ 0 ] +N2[ 0 ] +N3[ 0 ] ) /3 )
z= E[ 0 ]
r= R[ 0 ]
elif x == 2 :
print ( "Alumno:" , A[ 1 ] , "\n " , "La nota media del alumno es:" , ( N1[ 1 ] +N2[ 1 ] +N3[ 1 ] ) /3 )
y= ( ( N1[ 1 ] +N2[ 1 ] +N3[ 1 ] ) /3 )
z= E[ 1 ]
r= R[ 1 ]
elif x== 3 :
print ( "Alumno:" , A[ 2 ] , "\n " , "La nota media del alumno es:" , ( N1[ 2 ] +N2[ 2 ] +N3[ 2 ] ) /3 )
y= ( ( N1[ 2 ] +N2[ 2 ] +N3[ 2 ] ) /3 )
z= E[ 2 ]
r= R[ 2 ]
elif x== 4 :
print ( "Alumno:" , A[ 3 ] , "\n " , "La nota media del alumno es:" , ( N1[ 3 ] +N2[ 3 ] +N3[ 3 ] ) /3 )
y= ( ( N1[ 3 ] +N2[ 3 ] +N3[ 3 ] ) /3 )
z= E[ 3 ]
r= R[ 3 ]
elif x== 5 :
print ( "Alumno:" , A[ 4 ] , "\n " , "La nota media del alumno es:" , ( N1[ 4 ] +N2[ 4 ] +N3[ 4 ] ) /3 )
y= ( ( N1[ 4 ] +N2[ 4 ] +N3[ 4 ] ) /3 )
z= E[ 4 ]
r= R[ 4 ]
elif x== 6 :
print ( "Alumno:" , A[ 5 ] , "\n " , "La nota media del alumno es:" , ( N1[ 5 ] +N2[ 5 ] +N3[ 5 ] ) /3 )
y= ( ( N1[ 5 ] +N2[ 5 ] +N3[ 5 ] ) /3 )
z= E[ 5 ]
r= R[ 5 ]
elif x== 7 :
print ( "Alumno:" , A[ 6 ] , "\n " , "La nota media del alumno es:" , ( N1[ 6 ] +N2[ 6 ] +N3[ 6 ] ) /3 )
y= ( ( N1[ 6 ] +N2[ 6 ] +N3[ 6 ] ) /3 )
z= E[ 6 ]
r= R[ 6 ]
else :
print ( "Alumno no identificado" )
if y>= 5 :
print ( "Aprueba la asignatura" )
else :
print ( "No aprueba la asignatura" )
if z>= 18 :
print ( "Mayor de edad" )
else :
print ( "Menor de edad" )
print ( "Lugar de residencia:" , r)
#N1[]+N2[]+N3[]
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