An infinitesimal rotation can always be written in the following form: $$R_{ij} = \delta_{ij} + aW{_{ij}}$$ with $|a| << 1$ and $W_{ij} = -W_{ji} = \epsilon_{ijk}p_k$. Now my lecture notes mention that if I have an isotropic tensor $T_{ij}$ then it is possible to write the following identity $$\e...

Could someone point me in the right direction as to how to solve: 7a+8b+9c = 1744 I need to know how to do this for other three unknown equations a well so the answer alone won't help me. Thanks