A certain resistor has a resistance of 212.1Ω at 25⁰C and a resistance of 214.2 Ω at 50⁰C. What is its temperature coefficient of resistivity?
α=ΔRR0Δt,\alpha=\frac{\Delta R}{R_0 \Delta t},α=R0ΔtΔR,
α=214.2−212.1212.1(50−25)=(396⋅10−6)°C−1.\alpha=\frac{214.2-212.1}{212.1(50-25)}=(396\cdot10^{-6})°C^{-1}.α=212.1(50−25)214.2−212.1=(396⋅10−6)°C−1.
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