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T2=(80+T1+T4)/4
T3=(52+T1+T4)/4
T4=(52+T2+T3)/4
Hay que solucionar este sistema de 4 cuaciones con 4 inconitas.
Pasando el 4 a multiplicar
4T1=(80+T2+T3)
4T2=(80+T1+T4)
4T3=(52+T1+T4)
4T4=(52+T2+T3)
Si se plantea una matriz 4x4
al hacer Gauss.
Quiere decir que T4=708/24 =29.5
56T3-16(29.5)=1180
T3=1652/53 = 31.2
15T2-(31.2)-4(29.5)=400
T2=5492/150=36.6
4T1-36.6-31.2=80
T1=1478/40=36.95