The coordinates of point $B$ on x-axis are given as $(2 m + 1, 2 m - 8)$ . The coordinates of $B$ is

(0, 9)

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(9, 0)

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(9, 1)

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Solution

The correct option is B $(9, 0)$
Given:
Coordinates = $(2 m + 1, 2 m - 8)$ ....(i)
Since, the point $B$ lies on x-axis.
Coordinates of point $B$ = $(x, 0)$ ...(ii)
Comparing equation (i) with equation (ii) we get,
$(2 m - 8)$ = $0$
$2 m$ = $8$
$m$ = $4$
Again, putting the value of $m$ equal to $4$ in $(2 m + 1)$ we get,
$(2 m + 1)$ = $[2 (4) + 1]$
= $(8 + 1)$
= $9$
Therefore, coordinates of $B$ are $(9, 0)$ .

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The coordinates of point B on x-axis are given as (2m+1,2m−8). The coordinates of B is

The coordinates of point $B$ on x-axis are given as $(2 m + 1, 2 m - 8)$ . The coordinates of $B$ is