Show that x-3x-4x-αx-2x-3x-βx-1x-2x-γ=0 where α, β and γ are in A.P.

Show that $|\begin{matrix} x - 3 & x - 4 & x - α \\ x - 2 & x - 3 & x - β \\ x - 1 & x - 2 & x - γ \end{matrix}| = 0$ where $α, β a n d γ$ are in A.P.

Matching exercise

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

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