The temperature of the cold junction of thermo-couple is `0^(@)C` and the temperature of hot junction is `T^(@)C` . The e.m.f . is `E=16T-0.04 T^(2)mu` volts. The temperature of inversion is

As the temperature of hot junction increases, the thermo e.m.f.

As the temperature of hot junction increases, the thermo e.m.f.

As the temperature of hot junction increases, the thermo e.m.f.

As the temperature of hot junction increases, the thermo emf :

The temperature of the cold junction of the thermocouple is ^(@)C and the temperature of the hot junction is T^(@)C . The relation for the thermo emf is given by, E = AT = (1)/(2) BT^(2) ltbRgt (when A = 16 and B = 0.08) . The temperature of inversion will be

In a copper-iron thermocouple , the temperature of cold junction is 20^(@) C and the neutral temperature is 280^(@)C . Find the temperature of inversion.

In a thermocouple , the temperature of cold junction is 30^(@) C and the neutral temperature is 310^(@) C . The temperature of inversion is

If the cold junction of thermocouple is kept at 0^(@)C and the hot junction is kept at T^(@)C , then the relation between neutral temperature (T_(n)) and temperature of inversion (T_(i)) is

If the cold junction of thermocouple is kept at 0^(@)C and the hot junction is kept at T^(@)C , then the relation between neutral temperature (T_(n)) and temperature of inversion (T_(i)) is

If the cold junction of thermocouple is kept at 0^(@)C and the hot junction is kept at T^(@)C , then the relation between neutral temperature (T_(n)) and temperature of inversion (T_(i)) is