While reading the temperature of a body, only tube bulb is immersed in it. The percentage error committed while calculating the length of the mercury column corresponding to a temperature rise Delta T^(@) C. Ignoring the expansion of glass bulb will be: (volume expansivity of mercury is 182 xx 10^(-6)//°C and linear expansivity of glass is 8.3 xx10^(-6)//°C and linear expansivity of glass is 8.3 xx 10^(-6)//°C

While reading the temperature of a body, only tube bulb is immersed in

1.	While reading the temperature of a body, only tube bulb is immersed in it. The percentage error committed while calculating the length of the mercury column corresponding to a temperature rise Delta T^(@) C. Ignoring the expansion of glass bulb will be: (volume expansivity of mercury is 182 xx 10^(-6)//°C and linear expansivity of glass is 8.3 xx10^(-6)//°C and linear expansivity of glass is 8.3 xx 10^(-6)//°C
Answer» `5%` `4.8%` `13.7%` `15.8%` ANSWER :D