A platinum resistancethermometer reads `0^0`at the ice point and boiling point of water respectively. The resistance of a platnum wire varies with Celsius temperature `theta` as `R_t = R_0 (1+alphatheta + betatheta^2)`, where `alpha = 3.8 xx 10^(-3) ^0 C^(-1)` and `beta= -5.6 xx 10^(-7) ^0 C^(-2)`. What will be the reading of this thermometer if it is pleaced in a liquid bath maintained at `50^0 C`?

A platinum resistance thermometer reads 0^0 and 100^0 at the ice point and boiling point of water respectively. The resistance of a platinum wire varies with Celsius temperature theta as R_t = R_0 (1+alphatheta + betatheta^2) , where alpha = 3.8 xx 10^(-3) ^0 C^(-1) and beta= -5.6 xx 10^(-7) ^0 C^(-2) . What will be the reading of this thermometer if it is placed in a liquid bath maintained at 50^0 C ?

A platinum resistance thermometer reads 0^0 and 100^0 at the ice point and boiling point of water respectively. The resistance of a platinum wire varies with Celsius temperature theta as R_t = R_0 (1+alphatheta + betatheta^2) , where alpha = 3.8 xx 10^(-3) ^0 C^(-1) and beta= -5.6 xx 10^(-7) ^0 C^(-2) . What will be the reading of this thermometer if it is placed in a liquid bath maintained at 50^0 C ?

A resistance thermometer reads R=20.0Omega, 27.5 Omega, and 50.0 Omega at the ice point (0^@C) , the steam point (100^@C) and the zinc point (420^@C) respectively. Assuming that the resistance varies with temperature as R_Theta=R_0(1+alphaTheta+betaTheta^2) , find the values of R_0 , alpha and beta . Here Theta represents the temperature on Celsius scale.

A resistance thermometer reads R=20.0Omega, 27.5 Omega, and 50.0 Omega at the ice point (0^@C) , the steam point (100^@C) and the zinc point (420^@C) respectively. Assuming that the resistance varies with temperature as R_Theta=R_0(1+alphaTheta+betaTheta^2) , find the values of R_0 , alpha and beta . Here Theta represents the temperature on Celsius scale.

A resistance thermometer reads R=20.0Omega, 27.5 Omega, and 50.0 Omega at the point (0^C) , the steam point (100^C) and the zinc point (420^C) respectively.Assuming that the resistance varies with temperature as R_Theta=(1+alphaTheta+betaTheta^2) , find the values of R_0 , alpha and beta. Here Theta represents the temperature on Celsius scale.

In a platinum resistance thermometer resitance of the platinum wire at 0^(@)C, 100^(@) C and in hot bath are 8 Omega , 12 Omega and 11 Omega respectively. Temperature of hot bath is

In a platinum resistance thermometer resitance of the platinum wire at 0^(@)C, 100^(@) C and in hot bath are 8 Omega , 12 Omega and 11 Omega respectively. Temperature of hot bath is

A platinum resistance thermometer is constructed which reads 0^(@) C at ice point and 100^(@) C at steam point. The resistance of platinum coil varies with t as R_(1) = R_(0) (1+ alpha t + beta t^(2) ) . If t_(p) denotes temperature on the platinum resistance thermometer and t denotes temperature on mercury scale. Then resistance as the function of t_(p) will be:

A platinum resistance thermometer is constructed which reads ,0^0 at ice point and 100^0 at steam point. Let t_p denote temperature on this scale and let t denote the temperature on a mercury on a mercury thermometer scale. The resistance of the platinum coil varies with t as R_1 = R_0 (1+alphat + betat^2) . Derive an expression for the resistance as a function of T_p .

A platinum resistance thermometer is constructed which reads ,0^0 at ice point and 100^0 at steam point. Let t_p denote temperature on this scale and let t denote the temperature on a mercury on a mercury thermometer scale. The resistance of the platinum coil varies with t as R_1 = R_0 (1+alphat + betat^2) . Derive an expression for the resistance as a function of T_p .