Prove the following identities- -bcb2+bcc2+bca2+ac-acc2+aca2+abb2+ab-ab=ab+bc+ca3

Prove the following identities- $|\begin{matrix} - b c & b^{2} + b c & c^{2} + b c \\ a^{2} + a c & - a c & c^{2} + a c \\ a^{2} + a b & b^{2} + a b & - a b \end{matrix}| = {(a b + b c + c a)}^{3}$

Match the items on the right to the items on the left.