"\\frac{V}{T}=const"
"\\frac{V_1}{T_1}=\\frac{V_2}{T_2}",
were "V_1" and "V_2" - initial and final volume of the gas, respectively; "T_1" and "T_2" - initial and final temperature of the gas, respectively.
"V_2=\\frac{V_1 \\cdot T_2}{T_1}"
"T [K] \\approx T[ \\degree C] +273"
"T_2 = 27 +273 = 300 \\; K"
"T_1 = 0 +273 = 273 \\; K"
"V_2=\\frac{600 \\cdot 273}{300} = 546 \\; cm^3"
"\\Delta V=V_2-V_1"
"\\Delta V=546-600=-54 \\; cm^3"
Answer: volume of the gas decrease by 54 cm3.
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