A copper wire has a resistance of 𝟏𝟓. 𝟎Ω at a temperature of 14℃. After a
current passes through the windings, the resistance rose to 𝟏𝟐. 𝟓Ω. To what
temperature was the wire heated?
We know that
R=R0(1+α(T2−T1))R=R_0(1+\alpha(T_2-T_1))R=R0(1+α(T2−T1))
1.2−1=3.93×10−3(14−T0)1.2-1=3.93\times10^{-3}(14-T_0)1.2−1=3.93×10−3(14−T0)
50.89=T0−14T0=64.89°C50.89=T_0-14\\T_0=64.89°C50.89=T0−14T0=64.89°C
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