A thin square metal plate has a uniform temperature of 80°C on two opposite edges, a temperature of 120°C on the third edge, and a temperature of 60°C on the remaining edge. A mathematical procedure to approximate the temperature at six uniformly spaced interior points results in the following equations: 4T₁-T₂-T6-200 -71 +472-73-75 - 80 T₂ I 4T3 T₂ <= 140 -T3 + 474-75-140 T₂ T₁ 4T5 T6 = 80 I -T₁-T3 + 476 = 200 What is the value of T1, T2, T3, T4, T5 and T6?

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