$($e$)$

Determine values $($in kJ$)$ for Q$,$ W$,$ and $$Eint for the process

A $$ B$.$

Q$=$

What can you say about the work done on the gas for an isovolumetric process? How does the change in internal energy depend on the change in temperature? Knowing the change in internal energy and the work done on the gas, we can use the first law of thermodynamics to determine the heat transferred. kJW$=$ kJ

$$Eint

$=$

What can you say about the work done on the gas for an isovolumetric process? How does the change in internal energy depend on the change in temperature? Knowing the change in internal energy and the work done on the gas, we can use the first law of thermodynamics to determine the heat transferred. kJ

$($f$)$

Determine values $($in kJ$)$ for Q$,$ W$,$ and $$Eint for the process

B $$ C$.$

Q$=$

What can you say about the change in internal energy for an isothermal process? How can you determine the work done on the gas for an isothermal process? Knowing the change in internal energy and the work done on the gas, we can use the first law of thermodynamics to determine the heat transferred. kJW$=$

What can you say about the change in internal energy for an isothermal process? How can you determine the work done on the gas for an isothermal process? Knowing the change in internal energy and the work done on the gas, we can use the first law of thermodynamics to determine the heat transferred. kJ

$$Eint

$=$ kJ

$($g$)$

Determine values $($in kJ$)$ for Q$,$ W$,$ and $$Eint for the process

C $$ A$.$

Q$=$ kJW$=$ kJ

$$Eint

$=$ kJ

$($h$)$

Determine values $($in kJ$)$ for Q$,$ W$,$ and $$Eint for the complete cycle

A $$ B $$ C $$ A$.$

Q$=$ kJW$=$ kJ

$$Eint

$=$ kJ