`A` cycle is made of three process is iso barie, adiabatic and isothermal. Isothermal process has minimum temperature. Absolute temperature charges by `k` times withing the cycle. Find out the efficiency.

An ideal gas goes through a cycle consisting of ischoric adiabatic and isothermal lines. The isothermal process is perform at minimum temperature. If the absolute temperature varies K times with tn the cycle then find out its effcincy.

An ideal gas goes through a cycle consisting of (a) isochoric, adiabatic, and isothermal lines , (b) isobaric, adiabatic, and isothermal lines, with the isothermal process proceeding at the minimum temperature of the whole cycle. Find the efficiency of each cycle if the absolute temperature varies n-fold within the cycle.

An ideal gas goes through a cycle consisting of isothermal, polytropic, and adiabatic lines, with the isothermal process proceeding at the maximum temperature of the whole cycle. Find the efficiency of such a cycle if the absolute temperature varies n-fold within the cycle.

Find the efficiency of a cycle consisting of two isobaric and two isothermal lines if the pressure varies n-fold and the absolute temperature tau-fold within the cycle. The working substance is an ideal gas with the adiabatic exponent gamma .

An ideal monoatomic gas goes through a cyclic process. Ratio of maximum temperature and minimum temperature is 2. find efficiency of cycle. .

An ideal monoatomic gas goes through a cyclic process. Ratio of maximum temperature and minimum temperature is 2. find efficiency of cycle. .

State true or false. Work done by an ideal gas in adiabatic expansion is less than that in isothermal process (for same temperature range)

n moles of a monoatomic gas undergoes a cyclic process ABCDA as shown. Process AB is isobaric, process BC is adiabatic process CD is isochoric and process DA is isothermal the maximum temperature and minimum temperature in cycle are 4T_(0) and T_(0) respectively. Then:

n moles of a monoatomic gas undergoes a cyclic process ABCDA as shown. Process AB is isobaric, process BC is adiabatic process CD is isochoric and process DA is isothermal the maximum temperature and minimum temperature in cycle are 4T_(0) and T_(0) respectively. Then: