An ideal gas heat engine operates in a Carot's cycle between `227^(@)C` and `127^(@)C`. It absorbs `6xx10^(4)` J at high temperature. The amount of heat converted into work is

Options

A. `1.6xx10^(4)J`
B. `1.2xx10^(4)J`
C. `4.8xx10^(4)J`
D. `3.5xx10^(4)J`

Answer

B

Explanation

For Carnot cycle, `(W)/(Q)=1-(T_(C))/(T_(h))`
The amount of heat converted to work for ideal gas=`[1-((127+273))/((227+273))]xx6xx10^(4)=1.2xx10^(4)J`