A pendulum clock keeps correct time at `0^(@)C`. Its mean coefficient of linear expansions is `alpha//.^(@)C`, then the loss in seconds per day by the clock if the temperature rises by `t^(@)C` is

A pendulum clock shows correct time at 0^(@)C . On a summer day

A pendulum clock shows correct time at 0^(@)C . At a higher temperature the clock.

Pendulum clock shows correct time at O^(@)C . At a higher temperature the clock

A pendulum clock keeps correct time at 20^(@)C and coefficient of linear expansion of pendulum is 12xx10^(-6)//.^(@)C . If the room temperature increases to 40^(@)C , how many seconds the clock lose or gain per day?

A pendulum clock, made of a material having coefficient of linear expansion alpha=9xx10^(-7)//.^(@)C has a period of 0.500 sec at 20^(@)C . If the clock is used in a climate where temperature averages 30^(@)C , what correction is necessary at the end of 30 days to the time given by clock?

A pendulum clock, made of a material having coefficient of linear expansion alpha=9xx10^(-7)//.^(@)C has a period of 0.500 sec at 20^(@)C . If the clock is used in a climate where temperature averages 30^(@)C , what correction is necessary at the end of 30 days to the time given by clock?

At a certain temperature the pendulum of a clock keeps correct time. The coefficient of linear expansion for the pendulum material = 1.85xx10^(-5)K^(-1) . How much will the clock gain or lose in 24 h if the ambient temperature is 10^(@)C higher?