Plot the points $P (- 2, 3), Q (4, - 3), R (- 1, - 4)$ and $S (1, - 2)$ on a graph paper. Draw line $P Q$ and line $R S$ and write down the co-ordinates of the point of intersection. Also write co-ordinates of the point where line $R S$ cuts the $y -$ axis.

(2, - 1)

and

(0, 3)

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(2, 1)

and

(0, - 3)

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(- 2, 1)

and

(0, 3)

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(2, - 1)

and

(0, - 3)

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Solution

The correct option is D $(2, - 1)$ and $(0, - 3)$
According to the graph, the co-ordinates of the point of intersection of the line $P Q$ and $R S$ is $(2, - 1)$ .
According to the graph, the co-ordinates of the point where line $R S$ cut the $y$ -axis is $(0, - 3)$ .

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Plot the points P(−2,3),Q(4,−3),R(−1,−4) and S(1,−2) on a graph paper. Draw line PQ and line RS and write down the co-ordinates of the point of intersection. Also write co-ordinates of the point where line RS cuts the y−axis.

The correct option is D (2,−1) and (0,−3)According to the graph, the co-ordinates of the point of intersection of the line PQ and RS is (2,−1).According to the graph, the co-ordinates of the point where line RS cut the y-axis is (0,−3).

Plot the points $P (- 2, 3), Q (4, - 3), R (- 1, - 4)$ and $S (1, - 2)$ on a graph paper. Draw line $P Q$ and line $R S$ and write down the co-ordinates of the point of intersection. Also write co-ordinates of the point where line $R S$ cuts the $y -$ axis.

The correct option is D $(2, - 1)$ and $(0, - 3)$
According to the graph, the co-ordinates of the point of intersection of the line $P Q$ and $R S$ is $(2, - 1)$ .
According to the graph, the co-ordinates of the point where line $R S$ cut the $y$ -axis is $(0, - 3)$ .