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Factorise ax+ay+az+bx+by+bz....

Factorise `ax+ay+az+bx+by+bz`.

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To factorize the expression \( ax + ay + az + bx + by + bz \), we can follow these steps: ### Step 1: Group the terms We can group the terms in pairs to identify common factors: \[ (ax + ay + az) + (bx + by + bz) \] ...
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If the system of equations x + ay + az = 0 bx + y + bz = 0 cx + cy + z = 0 where a, b and c are non-zero non-unity, has a non-trivial solution, then value of (a)/(1 -a) + (b)/(1- b) + (c)/(1 -c) is