To solve the problem, the use of the first law of thermodynamic is required:
"\\Delta U = \\Delta Q - \\Delta W"
where "\\Delta U" is a change in internal energy of a system, "\\Delta Q" is a heat put into the system and "\\Delta W" is a work done by or on the system on its surroundings.
To find the amount of heat released by the system the equation have to be re-written in a following form:
"\\Delta Q = \\Delta U + \\Delta W"
Since the work was done by the system, the "\\Delta W" has a negative sign and equals to -45J.
The heat released then equals to:
"\\Delta Q = 23J - 45J = -22J"
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