a pendulum clock keeps correct time at 0c if it losses 10 s a day at 20 celcius find the coefficient of linear expansion coefficient of material of the pendulum
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Fractional increment in time with temperature change
tΔt=21αΔT eq(1)
where
tΔt = fractional increment
α = coefficient of linear expansion
ΔT= change in temperature
@ T0=0oC ,clocks shows correct time, and at T=25oC it loses 12.5 s
tΔt = 24×60×60−12.5
ΔT = T0−T =0 - 25 = −250C
Substitute values back to eq(1)
24×60×60−12.5 = 21×α×(−25)
86400−12.5 = −12.5×α
α=864001/oC
So A is correct.Fractional increment in time with temperature change
tΔt=21αΔT eq(1)
where
tΔt = fractional increment
α = coefficient of linear expansion
ΔT= change in temperature
@ T0=0
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