The temperature of a block of copper in a container at STP(0C,1atm) is raised to 13C by keeping the volume constant. a) What is the final pressure? b) The container has a negligible coefficient of expansion and can withstand a maximum pressure of 1900atm. Calculate the highest temperature to which the copper block can be heated without rupturing the container? Definitions: The coefficient of thermal expansion: =V1(TV)P The coefficient of isothermal compressibility: =V1(PV)T Euler's chain rule, is a formula which relates partial derivatives of three interdependent variables: (TP)V(VT)P(PV)T=1or(TP)V=(TV)P(VP)T Data: Cu=48.5106K1 and Cu=7.8107atm1