The temperature coefficient of resistance of a wire is 0.00125 per°C- At 300 K, its resistance is 1 ohm. This resistance of the wire will be 2 ohm at [1980]
a)1154 K b) 1100 K c) 1400 K
d) 1127 K
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yoo it is simple here is your required solution have a look
➡️ Initial temperature = 300 K = 27°C
Resistance of wire is a linear function of temperature.
➡️ α = ΔR / (RΔθ)
➡️ Δθ = ΔR / (Rα)
(T - 27) = (2 Ω - 1 Ω) / (1 Ω × 0.00125 /°C)
➡️ T - 27 °C = 800 °C
➡️ T = 27 °C + 800°C
➡️ T = 827 °C
➡️ T = (827 + 273) K
➡️ T = 1100 K
Temperature of wire will be 1100 K.
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