x=e^-t y=∫(0到t)ln(1+u^2)du求d^2y/dx^2| t=0

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x=e^-ty=∫(0到t)ln(1+u^2)du求d^2y/dx^2|t=0x=e^-ty=∫(0到t)ln(1+u^2)du求d^2y/dx^2|t=0x=e^-ty=∫(0到t)ln(1+u^2

x=e^-t y=∫(0到t)ln(1+u^2)du求d^2y/dx^2| t=0
x=e^-t y=∫(0到t)ln(1+u^2)du
求d^2y/dx^2| t=0

x=e^-t y=∫(0到t)ln(1+u^2)du求d^2y/dx^2| t=0