State of stress, strain and hookes law

[Dell]

in the following question i am asked to find the state of stress given the state of strain.
http://lh6.ggpht.com/_H4Iz7SmBrbk/SwBtHnG3qkI/AAAAAAAAB9M/rFS_orHMbGo/Capture.JPG
i went about solving this using hookes law

\sigmaxx=E[(1-v)\epsilon_xx + v(\epsilon_yy+\epsilon_zz)]/[(1+v)1-2v)]

using the given
E=30*10⁶
v=0.3
\epsilonx=0.001
\epsilonxy=-1.25*10^-3
\epsilony=-0.005

i get
\sigmaxx=-4.6154*10⁴
\sigmayy=-1.8462*10⁵
\sigmazz=-6.9231*10⁴

but as you can see these are not the correct answers according to the question.
can anyone see where i have gone wrong ?

also how do i find \tauxy?

 

[Dell]

\tauxy=G*\gammaxy=-0.0025*(30*10⁶/2(1.3)=-0.0025*11.53846*10⁶=-2.8846*10⁴

from this i already see that the answers are not going to be the same as the answers in the book, and there is nowhere i have gone wrong with the math here,

am i doing something fundamentally wrong or could they be wrong with their answers,??