Question

In terms of the δe values, which are the two expressions for the difference in internal energy between state a and state b? check all that apply. check all that apply. δeab=δe3+δe4 δeab=δe2+δe3 δeab=δe1+δe4 δeab=δe1−δe2 δeab=δe1+δe2 δeab=δe3−δe4 δeab=δe1+δe2+δe3+δe4

Answer 1

Complete Question

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Answer:

The expression are

        $\Delta E = \Delta E _1 + \Delta E_2$

and

     $\Delta E = \Delta E _3 + \Delta E_4$

Step-by-step explanation:

Generally from the diagram  the energy change from state A to  state B is  

        $.\ \ \Delta E_2 \ \ \ \ \ \ \ \ \Delta E_2 \\A \ \ \to \ \ \ C \ \ \ \to \ \ \ B$

Also  

$.\ \ \Delta E_3 \ \ \ \ \ \ \ \ \Delta E_4 \\A \ \ \to \ \ \ D \ \ \ \to \ \ \ B$

So  two expressions for the difference in internal energy between state a and state b are  

      $\Delta E = \Delta E _1 + \Delta E_2$

and

     $\Delta E = \Delta E _3 + \Delta E_4$