Question

The points where abscissa is $5$ are $B=(5,0),H=(5,5)$and $G=(5,-3)$.
If true, then enter $1$ and if false, then enter $0$.

Answer 1

Since the abscissa or the $x$-coordinate is $+5$, we check the points which lies in the first or fourth quadrant with $x$ -coordinate $5$ and lie on the vertical line passing through $x=5$.

Observing the graph, points $B,H$ and $G$ lie on the vertical line passing through $x=5$ and have $x$ -coordinate $=5$.

As the $y$-coordinate of $B$ is $0$, $⟹B=(5,0)$.

As the $y$-coordinate of $H$ is $5$, $⟹H=(5,5)$.

As the $y$-coordinate of $G$ is $-3$, $⟹G=(5,-3)$.

Hence, the points are $B=(5,0),H=(5,5)$ and $G=(5,-3)$.

Therefore, the given statement is true.

Hence, $1$ is the answer.