The number of integers not satisfying [|x−1|]+[|7−x|]−6≠0 is ( [.] denotes G.I.F)

If x is integer [|x-1|]=|x-1|,[|7-x|]=|7-x|and for all x∈1,7x-1+7-x=6X=1,2,……..7 satisfy given equation

The number of integers not satisfying [|x−1|]+[|7−x|]−6≠0 is ( [.] denotes G.I.F)

If x is integer [|x-1|]=|x-1|,[|7-x|]=|7-x|and for all x∈1,7x-1+7-x=6X=1,2,……..7 satisfy given equation

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The number of integers not satisfying $[| x - 1 |] + [| 7 - x |] - 6 \neq 0$ is ( $[.]$ denotes G.I.F)

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If x is integer [|x-1|]=|x-1|,[|7-x|]=|7-x|

and for all $x \in [1, 7]$

$|x - 1| + |7 - x| = 6$

X=1,2,……..7 satisfy given equation

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The number of integers not satisfying [|x−1|]+[|7−x|]−6≠0 is ( [.] denotes G.I.F)

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The number of integers not satisfying $[| x - 1 |] + [| 7 - x |] - 6 \neq 0$ is ( $[.]$ denotes G.I.F)